tag:blogger.com,1999:blog-26366891200007453452024-03-05T15:38:07.663+00:00Liverpool Life Sciences UTC Innovation LabsCommentary by Professor Dave Hornby and Dr. John Dyer on student activities in the Liverpool Life Sciences UTC Innovation labs, together with suggestions for further reading and researchUnknownnoreply@blogger.comBlogger175125tag:blogger.com,1999:blog-2636689120000745345.post-5139368596467222702020-04-01T19:37:00.000+01:002020-04-08T17:19:30.953+01:00Test, test, test!<div dir="ltr" style="text-align: left;" trbidi="on">
<a href="https://eatforum.org/content/uploads/2018/06/Skjermbilde-2018-06-14-kl.-12.45.55-1200x675.png" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img alt="Urgent Action Needed in Two Areas, Dr. Tedros of WHO Tells EAT ..." border="0" height="112" src="https://eatforum.org/content/uploads/2018/06/Skjermbilde-2018-06-14-kl.-12.45.55-1200x675.png" width="200" /></a><span style="font-family: "verdana" , sans-serif;">In a month where all academic and professional examinations have been cancelled or postponed, on the 16th of March, the clarion call from the leader of the World Health Organisation, Tedros </span><span style="background-color: white;"><span style="font-family: "verdana" , sans-serif;">Adhanom Ghebreyesus was "<b><i>test, test, test</i></b>!". In the last few days, a major focus of news broadcasts has been the controversy surrounding the number of tests carried out per day, the countries who are prioritising testing, the reliability of the forecasts that influence government advice and regulation of its citizens, as well as the management of NHS and social care resources. Pretty important stuff, I think you would all agree. Since Science lies at the heart of this series of Blog posts, I thought I would also prioritise testing as a topic over the basic of antiviral therapies (which will follow soon).</span></span><br />
<span style="background-color: white;"><span style="font-family: "verdana" , sans-serif;"><br /></span></span><b style="background-color: white; font-family: Verdana, sans-serif;">At this point, you may wish to jump to the <a href="http://%3Ca%20href%3D%22/#Covid%22%3EClick%20here%20to%20see%20the%20content%20below.%3C/a%3E">section </a>below highlighted in <span style="color: red;">red</span>, if you are familiar with the basics of analytical chemistry.</b><br />
<span style="background-color: white;"><span style="font-family: "verdana" , sans-serif;"><br /></span></span><span style="background-color: white;"><span style="font-family: "verdana" , sans-serif;">What do we mean by a "test"? Usually we mean one of two things: </span></span><br />
<span style="background-color: white;"><span style="font-family: "verdana" , sans-serif;"><br /></span></span><span style="background-color: white;"><span style="font-family: "verdana" , sans-serif;"><i>1. An instrument (used in the academic sense, it might be a series of questions or exercises, for example) for measuring skill, knowledge, intelligence, capacity or aptitude of an individual or a group.</i></span></span><br />
<span style="background-color: white;"><span style="font-family: "verdana" , sans-serif;"><br /></span></span><span style="background-color: white;"><span style="font-family: "verdana" , sans-serif;">or in this case:</span></span><br />
<span style="background-color: white;"><span style="font-family: "verdana" , sans-serif;"><br /></span></span><span style="background-color: white;"><span style="font-family: "verdana" , sans-serif;"><i>2. A procedure or a reaction combining a set of reagents, used to identify a particular substance (or class of substances) in a sample.</i></span></span><br />
<span style="font-family: "verdana" , sans-serif;"><br /></span><span style="font-family: "verdana" , sans-serif;">Working with the somewhat unsatisfactory vagueness of the second definition, let me begin by discussing the principles of testing, which have their roots in Analytical Chemistry, and then get to the specifics of the tests in the media, where terms and acronyms like "antibody test", "antigen test", "PCR" test and "virus test", are being bandied around.</span><br />
<span style="font-family: "verdana" , sans-serif;"><br /></span><a href="https://ia800301.us.archive.org/BookReader/BookReaderImages.php?zip=/30/items/ueberdiearsenikv00hahn/ueberdiearsenikv00hahn_jp2.zip&file=ueberdiearsenikv00hahn_jp2/ueberdiearsenikv00hahn_0005.jp2&scale=4&rotate=0" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="320" src="https://ia800301.us.archive.org/BookReader/BookReaderImages.php?zip=/30/items/ueberdiearsenikv00hahn/ueberdiearsenikv00hahn_jp2.zip&file=ueberdiearsenikv00hahn_jp2/ueberdiearsenikv00hahn_0005.jp2&scale=4&rotate=0" width="187" /></a><span style="font-family: "verdana" , sans-serif;">To my knowledge (and I am not trying for total historical accuracy here, so any </span><span style="font-family: "verdana" , sans-serif;">corrections welcome), the first "forensic" test developed was for arsenic poisoning in 1776, by Samuel Hahnemann from Leipzig University. The details aren't important here, but the principles are. A test for the presence of a substance should ideally be:</span><br />
<span style="font-family: "verdana" , sans-serif;"><br /></span><span style="font-family: "verdana" , sans-serif;"><b>Sensitive </b>(sufficient to detect amounts of a substance that give rise to a problem: in the case of arsenic, it is necessary to detect levels of arsenic that are at least the amounts that are damaging to health). [I shall refer later to the concept of the "<b>signal to noise ratio</b>"].</span><br />
<span style="font-family: "verdana" , sans-serif;"><br /></span><span style="font-family: "verdana" , sans-serif;"><b>Specific </b>(arsenic [As] appears in Group 15, period 4 of the periodic table, below Phosphorus and above Antimony: any test must make an unequivocal distinction between these closely related elements)</span><br />
<span style="font-family: "verdana" , sans-serif;"><br /></span><span style="font-family: "verdana" , sans-serif;"><b>Rapid </b>(results used in a diagnosis of a patient or as a means of ensuring the safety of a process, usually require the test result to be provided as quickly as possible)</span><br />
<span style="font-family: "verdana" , sans-serif;"><br /></span><b style="font-family: Verdana, sans-serif;">Robust </b><span style="font-family: "verdana" , sans-serif;">(this is a catch-all term: simply put, the test protocol should be simple enough to be carried out reliably under the conditions where it is most likely to be applied. For example, if the test works reliably only in an hermetically sealed laboratory, with specialised equipment, it is unlikely to be suitable for use in "the field")</span><br />
<span style="font-family: "verdana" , sans-serif;"><br /></span><span style="font-family: "verdana" , sans-serif;"><b>Economical </b>(this is a relative term, but I believe students should be aware of the cost of experimental instruments and reagents. In the case of a complex clinical diagnosis, the cost per test has to be commensurate with the level of funds available to the health provider (eg the NHS).[This argument crosses over into the cost of drugs]. </span><br />
<span style="font-family: "verdana" , sans-serif;"><br /></span><span style="font-family: "verdana" , sans-serif;"><b>Simple </b>(as one of world's greatest intellects, </span><span style="background-color: white; color: #212529; font-family: "verdana" , sans-serif;">Leonardo da Vinci, </span><span style="font-family: "verdana" , sans-serif;">once said: </span><span style="background-color: white; color: #212529; font-family: "verdana" , sans-serif;">"Simplicity is the ultimate sophistication." In my own experience, you know when you haven't quite got a method or an idea correct: it lacks the simplicity of the most enduring concepts and methods)</span><br />
<span style="background-color: white; color: #212529; font-family: "verdana" , sans-serif;"><br /></span><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhuggqgbLNTLHfkkO7dmMhaBgIwves6muoCtkwpjbToIGi1nYPtBCkaElDS335GUDWaZn5pPynMOxLJ_UoLyiqbXvl4_flx6TT-OrfkAlE5m3ssu0_wqVZWBto8NwTkEDbs_B46cxPQJwg/s1600/N719.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="355" data-original-width="258" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhuggqgbLNTLHfkkO7dmMhaBgIwves6muoCtkwpjbToIGi1nYPtBCkaElDS335GUDWaZn5pPynMOxLJ_UoLyiqbXvl4_flx6TT-OrfkAlE5m3ssu0_wqVZWBto8NwTkEDbs_B46cxPQJwg/s320/N719.jpg" width="232" /></a><span style="color: #212529; font-family: "verdana" , sans-serif;"><span style="background-color: white;">Let me take you through a method that we all rely on to ensure our water is safe to drink: and NHS advice is to drink just over 1 litre of water per day. [If everyone in the world did drink this amount, the total volume of water consumed per day would simply be the world population figure (7.8bn) in litres per day. Sadly, this number is presumably significantly less than this.] Randomly selecting one test, I have chosen to describe a colourimetric test for the estimation of (toxic) mercury ions in water supplies. </span></span><br />
<span style="color: #212529; font-family: "verdana" , sans-serif;"><span style="background-color: white;"><br /></span></span><span style="color: #212529; font-family: "verdana" , sans-serif;"><span style="background-color: white;">A consortium of European Laboratories in Spain, Switzerland and the UK, recently developed a method for the detection of mercury ions, based on a colour change that makes the detection of submicromolar levels of mercury possible. It is not the only method, but it is one that provides a benchmark for all tests and you can read more <a href="https://pubmed.ncbi.nlm.nih.gov/16131215/?dopt=Abstract">here </a>in the abstract, if you are interested. The principle of the method is that the coordination of mercury (Hg) ions by a dye known as </span></span><span style="background-color: white; font-family: "verdana" , sans-serif;">ruthenium complex <span style="box-sizing: border-box; font-weight: bolder; outline: none;">N719</span> [bis(2,2‘-bipyridyl-4,4‘-dicarboxylate)ruthenium(II) bis(tetrabutylammonium) bis(thiocyanate)](s</span><span style="background-color: white; font-family: "verdana" , sans-serif;">orry!)</span><span style="background-color: white; font-family: "verdana" , sans-serif;"> changes the colour of the dye from green to purple. The structure of the dye is shown above on the left: the two sites labelled NCS (non-coordinated) are the points of attachment of the Hg ions, and the aromatic nature of the</span><span style="background-color: white; font-family: "verdana" , sans-serif;"> ruthenium complex provides the electrons that lead to selective absorption of visible light upon addition of the right metal ion. As you can see below, the addition of no metal ions or a range of typical contaminating metals gives a clear test of the</span><span style="background-color: white; font-family: "verdana" , sans-serif;"> presence of mercury ions at concentrations as low as 0.013ppm.</span><br />
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<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjWRRI8X8G1S8crJJw0sjOfDd4lql8z20u_hoFaAJrbwBmrl9u_zxJQ35SYfW_-434Xcn7SsgWDM3xAgIZhq8Ge2G-pvP8P7hiWhksIsITD_zkpcKJA5ZEjercw7Iq6a2a35IyUBiw7iko/s1600/colour+test+mercury.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" data-original-height="170" data-original-width="500" height="135" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjWRRI8X8G1S8crJJw0sjOfDd4lql8z20u_hoFaAJrbwBmrl9u_zxJQ35SYfW_-434Xcn7SsgWDM3xAgIZhq8Ge2G-pvP8P7hiWhksIsITD_zkpcKJA5ZEjercw7Iq6a2a35IyUBiw7iko/s400/colour+test+mercury.jpg" width="400" /></a></td></tr>
<tr><td class="tr-caption" style="font-size: 12.8px;"><span style="font-family: "verdana" , sans-serif; font-size: x-small;">From left to right: no metal ions, Hg<span style="vertical-align: super;">2+</span>, Cd<span style="vertical-align: super;">2+</span>, Pb<span style="vertical-align: super;">2+</span>, Fe<span style="vertical-align: super;">2+</span>, Cu<span style="vertical-align: super;">2+</span>, and Zn<span style="vertical-align: super;">2+</span></span></td></tr>
</tbody></table>
<span style="background-color: white;"><span style="font-family: "verdana" , sans-serif;">How does the method match up to the criteria above?</span></span><br />
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<span style="font-family: "verdana" , sans-serif;"><b>Sensitivity </b>The acceptable level of mercury ions in water supplies is less than 0.02ppm. So this method meets the criteria, but just!</span></div>
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<span style="font-family: "verdana" , sans-serif;"><b>Specificity </b>(or sometimes selectivity). The published data show that the method can easily distinguish between the closely related metal ions.</span></div>
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<span style="font-family: "verdana" , sans-serif;"><b>Rapid </b>There is a spontaneous (within seconds) colour change when the reagent (the dye) is added to the sample: so all good in this respect. In fact the method can be adapted to make it similar to a litmus test, by impregnating paper with the dye.</span></div>
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<span style="font-family: "verdana" , sans-serif;"><b>Robust </b>This type of method can be carried out anywhere, subject to the appropriate safety measures and access to reagents (the amounts of the dye may be limiting).</span></div>
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<span style="font-family: "verdana" , sans-serif;"><b>Economical </b>The cost of reagents and materials is at the very low end and therefor this method is very inexpensive</span></div>
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<span style="font-family: "verdana" , sans-serif;"><b>Simple </b>In the case of the dipstick type method, it couldn't be easier. The use of a simple visible light colourimeter to obtain accurate numbers is at the very low end of instrument costs and this method could easily be adapted for smart-phone detection.</span></div>
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<a href="https://files.alfresco.mjh.group/alfresco_images/pharma//2014/08/21/b1dfb609-4f43-49c1-8d84-55585506b3e9/i2.gif" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img alt="Enhancing Signal-to-Noise | LCGC" border="0" height="101" src="https://files.alfresco.mjh.group/alfresco_images/pharma//2014/08/21/b1dfb609-4f43-49c1-8d84-55585506b3e9/i2.gif" width="200" /></a><span style="font-family: "verdana" , sans-serif;"><br /></span></div>
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<span style="font-family: "verdana" , sans-serif;">In short, this method meets all the criteria well, but the limit of detection may </span><span style="font-family: "verdana" , sans-serif;">need to be improved in certain situations. I am referring here to the so called </span><b style="font-family: Verdana, sans-serif;"><a href="https://en.wikipedia.org/wiki/Signal-to-noise_ratio">signal to noise ratio</a> (SNR)</b><span style="font-family: "verdana" , sans-serif;">. The figure on the right illustrates the SNR in the case of a spectral measurement. This is an example of a good SNR, where the SNR is much greater than 1. A poor SNR occurs when this ratio is less than or equal to 1. The SNR can be improved by electronic or optical improvements, but remember this will always tend to reduce the simplicity and increase the cost of a test. </span></div>
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<b><span style="color: red;"><span style="font-family: "verdana" , sans-serif;">Let me turn now to the types of tests that are being used as part of the worldwide strategy for dealing with</span><span style="font-family: "avenirnext" , "helvetica neue" , "helvetica" , "arial" , sans-serif;"> </span><a href="https://www.blogger.com/u/1/null" id="Covid" style="font-family: verdana, sans-serif;">Covid </a></span></b><span style="font-family: "verdana" , sans-serif;"><b><span style="color: red;">19</span></b></span><br />
<span style="font-family: "verdana" , sans-serif;"><span style="color: red;"><br /></span></span><span style="font-family: "verdana" , sans-serif;">There are two technologies that need an explanation. The first is the </span><span style="font-family: "verdana" , sans-serif;"><b>Polymerase Chain Reaction</b> (<b>P</b></span><span style="font-family: "verdana" , sans-serif;"><b>CR</b>) and the second is immuno-detection. The first is at the core of the detection of infection by the virus, while the second is used to detect the presence of the virus (in this case) or antibodies raised against the virus by a</span><span style="font-family: "verdana" , sans-serif;">n individual in recovery. These methodologies have emerged largely from HIV and influenza clinical and diagnostic research. I shall use the criteria above to explain the limitations of each of the methods and then finally, I shall provide some links to further publications and commercial sites.</span><br />
<span style="font-family: "verdana" , sans-serif;"><br /></span><b style="font-family: verdana, sans-serif;">1. The PCR Test </b><span style="font-family: "verdana" , sans-serif;">Viral detection by amplification based on PCR involves obtaining a sample of virus from a patient. Typically, in the case of Covid-19, the virus is recovered by swabbing the back of the throat and quickly returning the swab to a sterile tube for analysis. [I shall not comment here on best clinical practice and risks etc. I have no experience of clinical collection of this type]. The virus has a 30 000 bp genome comprising RNA. However, the PCR requires DNA as the substrate (or template) for the reaction to proceed. In the case of bacterial infections, PCR can be used directly on swabs, but an additional step is required for the detection of Covid-19 (and HIV/influenza). This step involves the accurate conversion of the RNA genome (or sections of it) into DNA (often called copy, or cDNA). Reverse Transcriptase (RT) enzymes are characteristic constituents of certain classes of RNA viruses, like HIV: these are called retroviruses, these enzymes are used to carry out the conversion step.</span><br />
<span style="font-family: "verdana" , sans-serif;"><br /></span><a href="https://ars.els-cdn.com/content/image/3-s2.0-B9780128105146000027-f02-13-9780128105146.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img alt="Reverse Transcriptase - an overview | ScienceDirect Topics" border="0" height="302" src="https://ars.els-cdn.com/content/image/3-s2.0-B9780128105146000027-f02-13-9780128105146.jpg" width="320" /></a><span style="font-family: "verdana" , sans-serif;">One of the biggest challenges to a successful RT reaction is not the quality of the enzyme (although for research this may be the case), but rather the quality and quantity of the RNA template, and the exposure of the sample to enzymes called ribonucleases, which are notoriously robust and ubiquitous. These enzymes will degrade the extracted RNA, making downstream testing a major challenge. The methodology for extracting and stabilizing RNA has remained largely unchanged for over thirty years and is an important (if somewhat mundane) area for improvement. The components of the method described by Piotr Chomczynski and Nicolett Sacchi comprises a cocktail of guanidinium thiocyanate (a hazardous general denaturant), sodium citrate (a tricarboxylic acid salt) and sarcosyl (a negatively charged, mild detergent, often added to soap and shampoo) and a second solvent often incorporating phenol-chloroform. There are many manufacturers, but the availability of such a key set of reagents may be proving a challenge for some countries where there is a reliance on overseas supply chains. As a result of mixing biological samples from the swab (cells, virus and mucus), the released viral RNA can then be converted to DNA by a polymerization reaction comprising the enzyme (RT), the nucleotide precursors of DNA (dATP, dGTP, dCTP and dTTP: remember the RNA contains the ribose form of nucleotide, but DNA the deoxy (d) form). A suitable biological buffer and a primer that is a short synthetic sequence of DNA complementary to a specific region of the viral genome (this gives the test its specificity).</span><span style="font-family: "verdana" , sans-serif;">The reaction is illustrated above, the primer is added at the first polymerization step. The double stranded DNA, represents a faithful copy of the RNA genome and is now ready for the second step, which produces the all important readout. </span><br />
<span style="font-family: "verdana" , sans-serif;"><br /></span><span style="font-family: "verdana" , sans-serif;">The PCR reaction comprises 3 phases, all carried out in a typical volume of 0.01ml in a thin-walled plastic tube in an instrument simply referred to as a PCR machine, or by others as an intelligent heating block! The schematic diagram from New England Biolabs shows the key stages below.</span><br />
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<img alt="Master Mixes | NEB" height="640" src="https://international.neb.com/-/media/nebus/page-images/products/polymerases-and-amplification-technologies/pcr.jpg?la=en&rev=22ee56cbc50f496daf160cf87bc35709&hash=EA6BD982261CB50EBD4A943EC40E7AE28381F14F" width="547" /></div>
<span style="font-family: "verdana" , sans-serif;">The viral cDNA is first denatured into two complementary single strands at around the boiling point of water. A set of primers is then added (in vast molar excess) along with the dNTP precursors (also in molar excess) together with a thermostable DNA polymerase (to my knowledge the last UK site to manufacture these enzymes (apart from academic research labs) moved offshore a couple of years ago). As you may have noticed, the extension reaction proceeds at relatively high temperatures (around 70 degrees Celsius) to ensure the template strands remain separate as the conversion of the template proceeds. In addition, the final step is followed by a second (third, fourth etc) denaturing step at almost 100 degrees Celsius. This places a stress on the active "life" of the enzymes, but thankfully, Biodiversity came to the rescue 40 years ago with the discovery of thermostable and now hyper-thermostable DNA polymerases (you may have heard of Taq, Pfu polymerases, among others). As illustrated above there is an exponential increase in the amount of DNA produced during the PCR. The progress of this amplification reaction is exactly the same mathematically as discussed in my previous post. In a typical reaction, 25-30 cycles are carried out and the length of time taken for the PCR is between 20 minutes (the best reagents and instruments) and 4 hours. </span><br />
<span style="font-family: "verdana" , sans-serif;"><br /></span><span style="font-family: "verdana" , sans-serif;">I need to now add an extra step that allows the operator to extract even</span><br />
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<span style="font-family: "verdana" , sans-serif;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh1GZ3tfaWPkqibpf0mXUda4nHqjX3Hvze5dlmtcNuEm2RS0bKMWPZydQ_vgJiNqcEYhMnHIhAiknL7BydlSiWMsJea2j3sqzaXt7Mh_g7TENKIJOxC8gVBY6_p2oHfVGneTpf7f9lMCnw/s1600/qpcr.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" data-original-height="436" data-original-width="574" height="242" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh1GZ3tfaWPkqibpf0mXUda4nHqjX3Hvze5dlmtcNuEm2RS0bKMWPZydQ_vgJiNqcEYhMnHIhAiknL7BydlSiWMsJea2j3sqzaXt7Mh_g7TENKIJOxC8gVBY6_p2oHfVGneTpf7f9lMCnw/s320/qpcr.jpg" width="320" /></a></span></div>
<span style="font-family: "verdana" , sans-serif;">more</span><span style="font-family: "verdana" , sans-serif;"> information and to observe the outcome PCR in real time. By adding a fluorescent reagent into the reaction mixture, in a way that leads to an increase in signal as the amount of amplified DNA (sometimes referred to as the amplicon) increases, it is possible to obtain a real time progress trace of the reaction. In the past, and still for many applications, scientists detect the "end-point" of the</span><span style="font-family: "verdana" , sans-serif;"> reaction, but "real-time" or "quantitative" PCR is the Gold-Standard</span><span style="font-family: "verdana" , sans-serif;"> for diagnostic scrutiny in a clinical setting. There are several ways in which fluorescence can be harnessed. An additional single strand of DNA complementary to the template can be added. This "probe" will anneal to its complementary sequence (but is chemically designed not to act as a primer) and in its duplex form it may have no, or a very low fluorescence. However, as it is displaced during the extension phase, the previously quenched fluorophores now emit a signal which can be detected, as shown in the trace above). In another approach, small molecule fluorophores that differentially emit in the free (in solution) and bound (complexed with double-stranded DNA) states, can be used for QPCR. For those who want a more detailed explanation of QPCR methods take a look at the Wiki page </span><a href="https://en.wikipedia.org/wiki/Real-time_polymerase_chain_reaction" style="font-family: verdana, sans-serif;">here</a><span style="font-family: "verdana" , sans-serif;">, to get you started and <a href="https://www.ncbi.nlm.nih.gov/pmc/articles/PMC101343/">here </a>for the more inquisitive.</span><br />
<span style="font-family: "verdana" , sans-serif;"><br /></span><span style="font-family: "verdana" , sans-serif;">I hope the methodology is reasonably clear now, but let's take a look at the methodology for RT-QPCR detection of Covid-19 in the context of our criteria above. In respect of <b>sensitivity</b>, the introduction of fluorescence technology ensures that the method it is possible to detect around 100 virus particles per ml. As ever, while this is about as good as it gets, 100 becomes 200 pretty quickly...With respect to <b>specificity</b>, anyone who uses PCR on a regular basis, knows that Watson-Crick base-pair rules, while theoretically sound, practically lead to false positives until the reaction conditions are fine-tuned. While this is a nuisance in research, commercial diagnostic kits on the market, will have ironed out these issues, and there is good scrutiny and recommendations available online from the testing community. So this is usually an early issue, that goes away pretty quickly. The early release of the Covid-19 RNA genome sequence by the Chinese scientific community, has made the design of primers, key to selective amplification of the genome possible. Is it <b>rapid </b>enough? The fastest turn-around times are typically a few hours from sampling to amplification, but sampling and delivery are often at separate sites. In addition, central testing labs are often asked to confirm that suspected positives are real, especially during the early stages of an outbreak. This can mean that the actual time for issuing a result can be up to a couple of days. This needs fixing! The <b>robustness </b>of PCR methods, which have been around in diagnostic labs for around 30 years (QPCR, 20) is seen to be satisfactory: the supply of reagents will mirror the supply chains of the automobile industry (precursors and primers are typically manufactured overseas and shipped on demand, although I assume bulk buying will be normal in diagnostic labs). </span><br />
<span style="font-family: "verdana" , sans-serif;"><br /></span><span style="font-family: "verdana" , sans-serif;">The <b>economics </b>of PCR methodology is a moot point. I don't want to get into the historical IP battles between Roche and the Biotech Community, but suffice to say, this is a big source of revenue for the commercial diagnostics sector and while prices are competitive, the manufacturing of reagents and instruments can yield high margins for some companies. I suspect the Covid-19 crisis might lead to a re-think of the sector? Finally, is it <b>simple</b>? PCR has become a run-of -the-mill technique in Biotechnology, but it is a multi-step process that has elements of simplicity and complexity. In essence we are harnessing a fundamental process of Nature, the replication of a genome. Personally, I would describe it as elegant, but sophisticated and in a separate post, just to whet your appetites, James (my PhD student) and I will reflect on the sophistication of the technology and the Molecular Biology of nucleic acid polymerases polymerases.</span><br />
<span style="font-family: "verdana" , sans-serif;"><br /></span><a href="https://www.ft.com/__origami/service/image/v2/images/raw/https%3A%2F%2Fd1e00ek4ebabms.cloudfront.net%2Fproduction%2Fdfbb72be-708d-41fc-971f-d241b96f0417.png?fit=scale-down&quality=highest&source=next&width=700" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img alt="Diagram explaining the two main testing processes for Coronavirus" border="0" height="200" src="https://www.ft.com/__origami/service/image/v2/images/raw/https%3A%2F%2Fd1e00ek4ebabms.cloudfront.net%2Fproduction%2Fdfbb72be-708d-41fc-971f-d241b96f0417.png?fit=scale-down&quality=highest&source=next&width=700" width="190" /></a><span style="font-family: "verdana" , sans-serif;">Methods that rely on the availability of antibodies for the detection of either viruses or the antibodies raised in response to an infection are the subject of this section. First I have to try and undo some of the confusion in the media. The Financial Times today published an open access article on the testing methodology. Reluctantly, I have included the online diagram on the left (I have deliberately reduced the size since it is misleading). The report describes two tests for Covid-19. The "PCR-antigen test" and the "antibody test". The combination of PCR with antigen is just so inappropriate. The diagram does illustrate the process of converting viral, genomic RNA into a fluorescent readout of DNA amplification by PCR, but the word antigen is misleading in this context. Let's now clarify: there are 3 possible virus tests:</span><br />
<span style="font-family: "verdana" , sans-serif;"><br /></span><span style="font-family: "verdana" , sans-serif;">1. The PCR Test (as discussed above)</span><br />
<span style="font-family: "verdana" , sans-serif;">2. </span><span style="font-family: "verdana" , sans-serif;">The Antibody Test (below)</span><br />
<span style="font-family: "verdana" , sans-serif;">3. </span><span style="font-family: "verdana" , sans-serif;">The Antigen Test (also below)</span><span style="font-family: "verdana" , sans-serif;">.</span><br />
<span style="font-family: "verdana" , sans-serif;"><br /></span><span style="font-family: "verdana" , sans-serif;"><b>2. The Antibody Test</b> is based on the identification of antibodies (immunoglobulins) developed by an individual in response to a Covid-19 infection. This test is used mainly to establish whether an individual has recovered from an infection. The test can be carried out any time post recovery, but is particularly useful to establish whether someone is likely to have developed immunity to a second infection from the same virus. Under the current circumstances </span><span style="font-family: "verdana" , sans-serif;">in the case of say a member of the NHS, this information helps to recommend a</span><span style="font-family: "verdana" , sans-serif;"> return to work.</span><br />
<span style="font-family: "verdana" , sans-serif;"><br /></span><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjbaT1HNuNQBfYGL2gfXlLM-RnhEEkN8CsIqLGuFcImt_4un3ldV9ui0M_a8scPk7fHOwuCz71zQOEo4LzIEraINPdvbFvlSdOXgrOZVcF7VQ6jHL2TJtLophjov1fCsc9eXCSor9AIlU4/s1600/PolyIg.png" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="893" data-original-width="676" height="200" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjbaT1HNuNQBfYGL2gfXlLM-RnhEEkN8CsIqLGuFcImt_4un3ldV9ui0M_a8scPk7fHOwuCz71zQOEo4LzIEraINPdvbFvlSdOXgrOZVcF7VQ6jHL2TJtLophjov1fCsc9eXCSor9AIlU4/s200/PolyIg.png" width="151" /></a><span style="font-family: "verdana" , sans-serif;">Following any viral infection, a healthy individual develops a repertoire of antibodies to the infective agent, in this case the surface of the Covid- 19 virus, the spike protein. Physiological antibody responses are typically <b>polyclonal</b>, whereas antibodies used in diagnostics and therapeutics are generally <b>monoclonal</b>. These terms are used widely in medicine and medical science, but for these purposes the definition is quite simple. Imagine a spike protein as shown on the left. Four antibodies (not to scale) are shown binding to different locations on the surface of the spike antigen. A monoclonal antibody event would be illustrated by (for example) just the yellow antibody, whereas a polyclonal antibody response leads to a spectrum of yellow, purple, red and green antibodies covering different surface patches (or <b>epitopes</b>). Clearly if you are trying to eliminate an antigen, such as a virus, it is better to generate multiple antibody types. If on the other hand you are looking for selectivity and recognition of a unique epitope, a monoclonal antibody may be better, especially for therapeutics and for <i>in vitro</i> diagnostics. </span><br />
<span style="font-family: "verdana" , sans-serif;"><br /></span><span style="font-family: "verdana" , sans-serif;">The question is, how do you recognise one or more of the antibodies that an</span><br />
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<span style="font-family: "verdana" , sans-serif;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjMQels7BUq4ZO_t0oeNM2itTd_VGsl5-pEgKFxDUCWSX_xYiZ2GN0ytNIn5A-RbWq1lZVgaRUWP6wTZn42QcKleLQcVLNbne1aiEwQ0JewdmOWTriHvSZyqoX0XMIOYaFrVsOlRU_HhAU/s1600/elisa.png" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" data-original-height="526" data-original-width="596" height="176" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjMQels7BUq4ZO_t0oeNM2itTd_VGsl5-pEgKFxDUCWSX_xYiZ2GN0ytNIn5A-RbWq1lZVgaRUWP6wTZn42QcKleLQcVLNbne1aiEwQ0JewdmOWTriHvSZyqoX0XMIOYaFrVsOlRU_HhAU/s200/elisa.png" width="200" /></a></span></div>
<span style="font-family: "verdana" , sans-serif;">individual is likely to have in his/her blood stream following an infection? There are several ways, but essentially, if you present a recombinant form of say the spike protein (blue circle on the right), or an inactivated preparation of the virus itself, to a sample of blood, any virus-specific antibodies, if present, will bind to the virus (or parts thereof) and using a second antibody, that detects all human immunoglobulins, carrying a fluorescent dye or a detectable enzyme, the presence of the antibodies can be detected. This technology has been widely employed in the management and epidemiology of HIV infection and is shown schematically on the right, where the blue secondary antibody has an enzyme attached (green ball) which catalyses the conversion of a substrate into a detectable product (blue sun). I shall combine an evaluation of this test and the Antigen Test below.</span><br />
<a href="about:invalid#zClosurez" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a><span style="font-family: "verdana" , sans-serif;"><br /></span><a href="https://www.corisbio.com/images/Products/Procedure/full/Procedure_SARS-COV-2_20200326_D-CUS-10.png" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="242" src="https://www.corisbio.com/images/Products/Procedure/full/Procedure_SARS-COV-2_20200326_D-CUS-10.png" width="400" /></a><span style="font-family: "verdana" , sans-serif;"><b>3. The Antigen Test</b> is used to detect the presence of a Covid-19 protein, such as the spike protein. This test follows very similar principles to the Antibody Test, in that it relies on the strong and selective binding between an antibody and an antigen and the ability to couple a fluorescent or enzymatic detection unit to, in this case the antibody component. The first requirement is the production of a monoclonal antibody (usually) to a preparation of the virus, or more typically the spike protein. There are several ways to generate a monoclonal antibody, but either way it takes around 2-3 months to do so. This antibody would then be coupled to the detection unit and used to interrogate patient samples, in this case it could be nasal extracts or blood samples. If there is sufficient virus in circulation, the spike-specific antibody will bind to it, and as above the signal can be detected by comparing the level of colour or fluorescence with negative samples. Recently a number of companies have launched Covid-19 tests of this type: I have taken an image (top left) form the <a href="https://www.corisbio.com/Products/Human-Field/Covid-19.php">Corisbio </a>web site to illustrate their kit which is remarkably similar to a pregnancy test kit. In fact the pregnancy kits which have been av</span><span style="font-family: "verdana" , sans-serif;">ailable for over 40 years are based on the recognition of elevated levels of <span style="background-color: white;">chorionic gonadotropin in the urine, in a very similar way.</span></span><br />
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<a href="about:invalid#zClosurez" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a><a href="about:invalid#zClosurez" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a><span style="font-family: "verdana" , sans-serif;"><span style="background-color: white;"><br /></span></span><span style="font-family: "verdana" , sans-serif;"><span style="background-color: white;">The antibody and antigen test kits all rely on the tried</span></span><br />
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<span style="font-family: "verdana" , sans-serif;"><span style="background-color: white;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhHuiav-jfgsJH7nd82Lrt0G4mPpIJgzPXvjboImBNYYiSrIqLHkRRtjqDNVLMu8-4v7ubNO8zVPu3aZMlktZ043QOJ0CGvvekzqryDYjX2e-z2ISk9spAHi-nkBMR03KAwy7wmtoD-GppY/s1600/wip.png" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" data-original-height="223" data-original-width="224" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhHuiav-jfgsJH7nd82Lrt0G4mPpIJgzPXvjboImBNYYiSrIqLHkRRtjqDNVLMu8-4v7ubNO8zVPu3aZMlktZ043QOJ0CGvvekzqryDYjX2e-z2ISk9spAHi-nkBMR03KAwy7wmtoD-GppY/s1600/wip.png" /></a></span></span></div>
<span style="font-family: "verdana" , sans-serif;"><span style="background-color: white;">and </span></span><span style="font-family: "verdana" , sans-serif;"><span style="background-color: white;">tested </span></span><span style="font-family: "verdana" , sans-serif;"><span style="background-color: white;">technology </span></span><span style="background-color: white; font-family: "verdana" , sans-serif;">associated with antibody: antigen recognition and the associated reporter technologies. There is no doubt that they are sufficiently, sensitive, specific</span><span style="background-color: white; font-family: "verdana" , sans-serif;">, robust and are faster to perform than PCR methods. However, they are completely dependent on the high affinity and selectivity of the</span><span style="background-color: white; font-family: "verdana" , sans-serif;"> antibody/antigen preparations (an the human physiological responses). If you look at HIV testing, as I mentioned with vaccines, this remains a work in progress, and I expect this will be the</span><span style="background-color: white; font-family: "verdana" , sans-serif;"> case with both Antibody and Antigen tests: they will perform an important function, but they will be sub-optimal at first, improving over the coming years</span><br />
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<span style="background-color: white; font-family: "verdana" , sans-serif;"><b>UPDATE</b></span><br />
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<a href="https://i2-prod.manchestereveningnews.co.uk/incoming/article17973889.ece/ALTERNATES/s1200/3_Coronavirus.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img alt="RECAP - Matt Hancock holds today's UK government coronavirus press ..." border="0" height="105" src="https://i2-prod.manchestereveningnews.co.uk/incoming/article17973889.ece/ALTERNATES/s1200/3_Coronavirus.jpg" width="200" /></a><span style="font-family: "verdana" , sans-serif;">After my earlier <a href="https://nlanotebook.blogspot.com/2020/04/test-test-test.html">post</a>, in which I looked at the underlying principles behind diagnostic testing, the controversy lingers on. This week, the slightly embattled Health Secretary, Mr. Matt Hancock, announced the UK would be carrying out 100 000 individual tests per day by the end of the month. However, this was reported in a longer article <a href="https://www.theguardian.com/world/2020/apr/03/uk-ministers-struggle-to-keep-promise-of-100k-coronavirus-tests-by-end-of-april">The Guardian</a> as follows:</span><br />
<span style="font-family: "verdana" , sans-serif;"><i><br /></i></span><span style="font-family: "verdana" , sans-serif;"><i><span style="background-color: white; color: #121212;">Matt Hancock, the health secretary, talked with confidence of achieving 25,000 virus tests a day for those ill in hospital and NHS staff who have symptoms or are in a household with somebody who is sick, so that they can go back to work. These are PCR (polymerase chain reaction) swab tests, </span><span style="background-color: white; font-variant-ligatures: common-ligatures;"><span style="color: red;"><b>sometimes called antigen tests</b></span></span><span style="background-color: white; color: #121212;">, which need to be processed with specialised kits in a lab.</span></i></span><br />
<span style="font-family: "verdana" , sans-serif;"><i><br /></i></span><span style="font-family: "verdana" , sans-serif;">Yes, the mixing of immunology and molecular genetics once again! But I wanted to just make sure that you understand the current challenges that face those trying to deliver the necessary materials for the tests, which comprise:</span><br />
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<span style="font-family: "verdana" , sans-serif;"><b>Enzymes</b> (polymerases to amplify the viral RNA and turn it into DNA)</span></div>
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<span style="font-family: "verdana" , sans-serif;"><b>Solvents</b> (phenol, chloroform etc to separate proteins, lipids and nucleic acids)</span></div>
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<span style="font-family: "verdana" , sans-serif;"><b>Salts</b> (buffers and stabilisers)</span></div>
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<span style="font-family: "verdana" , sans-serif;"><b>Fine</b> <b>chemicals</b> (nucleotides and the reagents for synthesising DNA (phosphoramidites and the appropriate solvents etc). </span></div>
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<span style="font-family: "verdana" , sans-serif;">The majority of these materials are typically imported from the EU, North America and East Asia. There is no doubt that the small labs (the University and Research Institute Labs that Sir Paul Nurse referred to as the equivalent of the Dunkirk little ships flotilla) have the capability and capacity to produce enzymes and to synthesise some of the "primers" needed for PCR, but the core reagents and solvents will require re-purposing some of our larger Chemical Industry Sites and possibly shifting synthesis priorities at some specialist Chemistry/Pharmaceutical manufacturers. I think we may reflect on our Global outsource models for maintaining the integrity of some of our supply chains in the aftermath of Covid-19?</span></div>
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<tr><td style="text-align: center;"><a href="https://ghr.nlm.nih.gov/art/original/ventriculartachycardia.jpeg" imageanchor="1" style="clear: right; margin-bottom: 1em; margin-left: auto; margin-right: auto;"><img alt="Catecholaminergic polymorphic ventricular tachycardia - Genetics ..." border="0" height="187" src="https://ghr.nlm.nih.gov/art/original/ventriculartachycardia.jpeg" width="200" /></a></td></tr>
<tr><td class="tr-caption" style="font-size: 12.8px; text-align: center;"><span style="font-family: "verdana" , sans-serif;">Diagnosing Heart Disease with an ECG</span></td></tr>
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<span style="font-family: "verdana" , sans-serif;">The second point I want to raise is the value of the tests, by which I mean, how</span><span style="font-family: "verdana" , sans-serif;"> will testing on this scale help us beat the virus? The test to establish whether an individual is infected by Covid-19 or any diagnostic test, determines how you manage that person's recovery and also how best you protect those who have been in close contact. In an ideal world, where a "cure" for Covid-19 was available, an individual would be given the medicine, either to take home or as part of a short stay in hospital. This would be the case for many heart diseases, for example. In the absence of a cure for Covid-19, the treatment is largely a matter of support based on the patient's age, general mental and physical state and underlying health conditions. Essentially, the patient is nursed as s/he marshals her/his immune system to fight off the viral infection. </span></div>
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<span style="font-family: "verdana" , sans-serif;">This is an important issue in medicine, that all of you considering any form of career in the healthcare sector should think about: the fact is that diagnosis often comes before a cure. Take the case of the breast cancer associated genes, BRCA1 and BRCA2 where certain mutations can increase the risk of contracting breast cancer. Pretty soon after the genes were discovered, diagnostic tests became available and many women were tested. In the months and years after, the tests became increasingly common. However, the knowledge that an individual carrying specific mutations in these genes was at a higher risk of developing early onset breast cancer became very sensitive. In the absence of a cure, the knowledge that you are at higher than normal risk can be liberating for some and devastating for others, from personal family experience. We need to understand that the value of testing for a disease that cannot (<b>yet</b>) be cured, <b>must be fully explained</b>. In the case of viral testing is an aid to developing management strategies for minimising the scale and rate of spread of the outbreak, it is also a means of increasing the accuracy of predictions and forecasts. </span><br />
<span style="font-family: "verdana" , sans-serif;"><br /></span><span style="font-family: "verdana" , sans-serif;">There has a considerable amount of debate around who should be tested. Some argue the healthcare professionals ranging from those on intensive care wards, where patients are experiencing life threatening symptoms, to those who argue patients should come first. Basically, we need to have the capability of working through the population as quickly as we can with the priority individuals identified as being critical for reducing the impact of the pandemic.</span></div>
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Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-2636689120000745345.post-66891672461862784782020-03-27T19:54:00.002+00:002020-03-28T14:58:41.477+00:00You'll catch your death!<div dir="ltr" style="text-align: left;" trbidi="on">
<a href="https://timewellness.files.wordpress.com/2013/04/313821-003.jpg?w=720&h=480&crop=1" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img alt="Why Children Born in the U.S. Have Higher Risk of Allergies | TIME.com" border="0" height="133" src="https://timewellness.files.wordpress.com/2013/04/313821-003.jpg?w=720&h=480&crop=1" width="200" /></a><span style="font-family: "verdana" , sans-serif;">Years ago, when I was a schoolboy, in particular when it was a cold, wet winter's day, my mother would stop me on my way out of the door, look at how unsuitably dressed I was, and make it clear that if I went out dressed like that I would be sure to <i style="font-weight: bold;">catch my death! </i>This is a saying that dates back to the seventeeth century: my mother was born in the 1920s and her lessons in life and childcare skills were largely handed down from her mother from generation to generation, as was and still is the case for many families. As I got older, I managed to fob her off; but was she right? </span><br />
<span style="font-family: "verdana" , sans-serif;"><br /></span><span style="font-family: "verdana" , sans-serif;">Read the following. Then ask yourself, where have you heard the same thing recently?</span><br />
<span style="background-color: white;"><span style="font-family: "verdana" , sans-serif;"><br /></span></span><i><span style="font-family: "verdana" , sans-serif;"><span style="background-color: white;">...is a viral infectious disease of the <b>upper</b> respiratory tract that primarily affects the nose. The throat, sinuses and larynx may also be affected. </span></span><span style="background-color: white; font-family: "verdana" , sans-serif;">Signs and symptoms may appear less than <b>two</b> days after exposure to the virus. </span><span style="background-color: white; font-family: "verdana" , sans-serif;">These may include coughing, sore throat, runny nose, sneezing, headache and fever. P</span><span style="background-color: white; font-family: "verdana" , sans-serif;">eople usually recover in <b>seven</b> to <b>ten</b> days,<span style="font-size: 13.3333px; white-space: nowrap;"> </span></span><span style="background-color: white; font-family: "verdana" , sans-serif;">but some symptoms may last up to three weeks.<span style="font-size: 13.3333px; white-space: nowrap;"> </span></span><span style="background-color: white; font-family: "verdana" , sans-serif;">Occasionally those with other health problems</span><span style="background-color: white; font-family: "verdana" , sans-serif;"> </span><span style="background-color: white; font-family: "verdana" , sans-serif;">may develop pneumonia</span></i><i><span style="background-color: white; font-family: "verdana" , sans-serif;">...spread through the air during close contact with infected people or indirectly through contact with objects in the environment, followed by transfer to the mouth or nose.<span style="font-size: 13.3333px; white-space: nowrap;"> ...</span></span><span style="background-color: white; font-family: "verdana" , sans-serif;">The symptoms are mostly due to the body's immune </span><span style="background-color: white; font-family: "verdana" , sans-serif;">response to the infection rather than to tissue destruction by </span><span style="background-color: white; font-family: "verdana" , sans-serif;">by the viruses themselves.</span></i><br />
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<span style="font-family: "verdana" , sans-serif;"><i>There is no vaccine... The primary methods of prevention are hand-washing; not touching the eyes, nose or mouth with unwashed hands; and staying away from sick people. Some evidence supports the use of face masks. There is no cure....<sup class="reference" id="cite_ref-CDC2015_2-10" style="line-height: 1; unicode-bidi: isolate; white-space: nowrap;"><a href="https://en.wikipedia.org/wiki/Common_cold#cite_note-CDC2015-2" style="background: none; text-decoration-line: none;">[</a></sup></i></span></div>
<span style="font-family: "verdana" , sans-serif;"><br /></span><span style="font-family: "verdana" , sans-serif;">It comes from the Wikipedia article on the common cold, but with a few <b>minor</b> <b>changes</b> it could be describing Covid-19. The take-home message is clear, viruses (in the case of most colds they are caused by <b>rhinoviruses</b> (think rhinoceros: Greek for nose and horn) have been around a long time and they aren't likely to give up any time soon. Moreover while our immune system can deal with some viruses, it is clear that in some cases we will catch our death! In order to meet the challenge of these molecular parasites we need to understand a little about their way in which they spread through populations.</span><br />
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<span style="font-family: "verdana" , sans-serif;">By now, you will be aware of the general molecular and cellular features of a virus, so let's take a look at the mathematics underpinning the predictions that we have been hearing so much about in the media. The curve on the right was the subject of many of the early government messages centred around the phrase: "<i><b>we need to flatten the peak</b></i>". If I separate the curve into three phases (the early, middle and late phases, from left to right), the first third is the <b>exponential phase</b>, in which the number of cases (in this example) increase dramatically after an initial "<b>lag phase</b>". Those of you studying Biology will be familiar with this relationship, since it is commonly used to illustrate the doubling time or growth rate of bacteria.</span><br />
<span style="font-family: "verdana" , sans-serif;"><br /></span><a href="https://lh3.googleusercontent.com/-RrVfwFyaWxA/Xn3c2AdPJhI/AAAAAAAAASg/nJKEBqnmAK8NKbS1vygE-hk-X2Wcetr8gCK8BGAsYHg/s1600/2020-03-27.png" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" src="https://lh3.googleusercontent.com/-RrVfwFyaWxA/Xn3c2AdPJhI/AAAAAAAAASg/nJKEBqnmAK8NKbS1vygE-hk-X2Wcetr8gCK8BGAsYHg/s0/2020-03-27.png" /></a><span style="font-family: "verdana" , sans-serif;">James (my PhD student) kindly produced a simulation of bacterial growth for me this morning (shown left) in which the doubling time is set at a range of theoretical times from 5 to 30 minutes (for illustrative purposes). The important point to note is that the lag phase and the steepness of this curve is a function of (is directly related to) the replication rate of the organism (another way of expressing the doubling time). The graph could be used to show how temperature influences growth rate, availability of nutrients or types of nutrients, pH etc. It could also show how individual species in a mixed culture grow at different rates. In other words the approach to the "exponential phase" and the steepness of this phase are two of issues that the Government's Chief Scientist and Medical Officer were Government in trying to delay the peak of infection.</span><br />
<span style="font-family: "verdana" , sans-serif;"><br /></span><span style="font-family: "verdana" , sans-serif;">In the context of the spread of Covid-19 infections, the axes on the Government plot are numbers of infected individuals (y) versus days after the initial report of the outbreak (x). As I am sure you can appreciate, one infected person will infect a number of others, in a manner that is dependent on the frequency of personal encounters, the length of time of those encounters and the immunity of the individuals in that group. For every type of virus, there is a so called viability factor often expressed in days, which relates to the time dependent decay in the infectivity of an isolated virus particle as it sits on a particular surface. It seems that viruses last about twice as long on a solid surface compared with clothes, and the general consensus published in the <a href="https://www.nejm.org/doi/full/10.1056/NEJMc2004973">New England Journal of Medicine</a> is that infectivity lasts for a maximum of 72 hours. </span><br />
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<span style="font-family: "verdana" , sans-serif;">When these and some other less critical factors are combined, predictions can be made about the rate of spread of the virus and its likely progression throughout a community. In the early stages, where no immunity exists (no vaccine and a new virus), the lag phase will be short and the exponential phase will be steep. In order to flatten the curve, the Government (in the case of the UK) have introduced a series of increasingly stringent public order measures. As you will see from the two curves (flat and sharp) the area under the curves is approximately the same. The Government's public isolation measures are not likely to reduce the total number of individuals infected significantly, but rather to slow the pace of the spread. The reduction in cases will follow as a level of herd immunity develops. The main purpose of the Government measures is to make it possible for the healthcare sector to manage the outbreak in the most effective way, and hopefully this will reduce the number of deaths. I was first made aware of the need to flatten peaks when I saw the graphs of electricity usage during televised events like a major cup final. Everyone puts on the kettle at half-time! Interestingly, the shift from real time TV to streaming and downloads to other devices has significantly altered public behaviour, and the peak of power usage associated with the prime time TV slot for many years has flattened considerably. Clearly public behaviour is a major factor in limiting the impact of a pandemic episode. </span><br />
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<a href="https://www.nationsonline.org/maps/World-Countries-coronavirus-map.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img alt="Worldmap of Covid-19 (2019-nCoV novel coronavirus) outbreak ..." border="0" height="166" src="https://www.nationsonline.org/maps/World-Countries-coronavirus-map.jpg" width="320" /></a><span style="font-family: "verdana" , sans-serif;">The third phase of the curve is the decline of infected numbers: the moment we are all waiting for and the phase that nobody is willing to predict. The map on the right shows that China, the USA and Europe (in red) are approaching a peak, with African countries lagging behind. This is similar to the difference between bacteria that are slow and fast replicators (see the first graph above). In time the whole world map will be red, the absolute numbers will be a measure of the success of each country's management strategy. If nothing else, this will be the point at which we regroup and put measures in place order to limit the impact of a future pandemic. </span><span style="font-family: "verdana" , sans-serif;">All of these discussion assume that there will not be a vaccine available to head the virus off at the pass. The reality is (as I discussed in my last post), that novel viruses will always present a major threat to global health and the development of effective vaccines is not something that can be guaranteed, and why I believe this is an area that warrants a major investment. </span><br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiYRbaNxvT3RrdgUsCFrkN9XkwKZMOaHt2NMqKU39qxno88g6hgaaFFoZKzjqxXPiyeNx1CfKFHR2Wjb9Tgx-FAN3vzM8g2nAybgPSBh-odJ0m-csxgjgg5dyRG8KIH-hX2qTljGzfs5FFe/s1600/cold+v2.png" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="450" data-original-width="427" height="200" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiYRbaNxvT3RrdgUsCFrkN9XkwKZMOaHt2NMqKU39qxno88g6hgaaFFoZKzjqxXPiyeNx1CfKFHR2Wjb9Tgx-FAN3vzM8g2nAybgPSBh-odJ0m-csxgjgg5dyRG8KIH-hX2qTljGzfs5FFe/s200/cold+v2.png" width="189" /></a><span style="font-family: "verdana" , sans-serif;">So returning to the title of the post, how likely is it that your will catch your death from the common cold viruses. </span><span style="font-family: "verdana" , sans-serif;">The answer is highly unlikely. However, the same is not true for Covid-19, as we are finding out.</span><span style="font-family: "verdana" , sans-serif;">The most common cause of colds, rhinoviruses were only first recognized as the cause in 1956, by <a href="https://en.wikipedia.org/wiki/Winston_Price">Winston Harvey Price</a>. The virus is not enveloped (see left), like norovirus, and it recognises a cell surface protein called ICAM 1, which you can read about <a href="https://en.wikipedia.org/wiki/ICAM-1">here</a>. The questions that immediately spring to my mind next are</span><br />
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<li><span style="font-family: "verdana" , sans-serif;"><i>Can we expect to conquer viruses with antivirals? </i></span></li>
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<li><span style="font-family: "verdana" , sans-serif;"><i>How do viruses evoke different responses in humans?</i></span></li>
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<span style="font-family: "verdana" , sans-serif;">I shall tackle the first question in my next post and then prepare myself for the challenge of explaining immunological response pathways and our current understanding of why some people have mild symptoms when infected with Covid-19 and for some it is lethal!</span><br />
<span style="font-family: "verdana" , sans-serif;"><br /></span><span style="font-family: "verdana" , sans-serif;"><b>Update</b></span><br />
<span style="font-family: "verdana" , sans-serif;"><br /></span><span style="color: red; font-family: "verdana" , sans-serif;">I noticed that on the BBC News website yesterday, there was an explanation of the graphical data (published daily by Johns Hopkins University Epidemiology Unit). They posted two graphs (see below)</span><br />
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<span style="font-family: "verdana" , sans-serif;"><b>Graph 1</b></span></div>
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<span style="font-family: "verdana" , sans-serif;"><img alt="UK outbreak" height="280" src="https://ichef.bbci.co.uk/news/624/cpsprodpb/A270/production/_111448514_analysis_1_uk_trends_linear_26mar-nc.png" width="400" /></span></div>
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<span style="font-family: "verdana" , sans-serif;"><b>Graph 2</b></span></div>
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<span style="font-family: "verdana" , sans-serif;"><img alt="UK outbreak log" height="281" src="https://ichef.bbci.co.uk/news/624/cpsprodpb/16C6E/production/_111449239_analysis_2_uk_trends_log_26mar-nc.png" width="400" /></span></div>
<span style="color: red; font-family: "verdana" , sans-serif;"><br /></span><span style="color: red; font-family: "verdana" , sans-serif;">Can you see what they have done to illustrate the time dependent growth of cases? The second graph is a semi-log plot (look <a href="https://en.wikipedia.org/wiki/Semi-log_plot">here</a> if you need more!)in which the x axis remains linear and the y axis increases logarithmically. As a result the data tend towards a linear relationship (not quite, but with more data it would look smoother). As a student I would use log graph paper and semi log graph paper (with the term cycles used to indicate the number of log divisions) frequently: it made estimating gradients easy: today, the computer has eliminated the need! </span></div>
Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-2636689120000745345.post-71825400878795258782020-03-23T10:20:00.000+00:002020-03-23T10:20:01.623+00:00Covid-19 and the road to a vaccine<div dir="ltr" style="text-align: left;" trbidi="on">
<a href="https://www.sciencemuseum.org.uk/sites/default/files/styles/11_7/public/2019-11/epidemics_0.jpg?h=b0b513fd&itok=OZVL3kG2" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img alt="Image result for edward jenner" border="0" height="127" src="https://www.sciencemuseum.org.uk/sites/default/files/styles/11_7/public/2019-11/epidemics_0.jpg?h=b0b513fd&itok=OZVL3kG2" width="200" /></a><span style="font-family: "verdana" , sans-serif;">In my last post, I explained the basic properties of Covid-19 and how it relates to other well known viruses. Of perhaps the greatest concern to everyone is how science and medicine can be harnessed to beat this virus. There are currently a limited number of pharmacological ways of combating the pathological effect of a virus. The first one I am going to discuss is <b>vaccination</b> and in a separate post I shall focus on <b>antiviral</b> drugs. <b>Antidotes</b> represent a specialist category of medicines that are administered to reverse the effects of a <b>toxin</b> and I won't discuss them here (maybe later). One small point, after a few suggestions from readers, I have tried to explain key terms as I go along. If there is no explanation (eg endosomes) I am assuming these are not essential for general understanding and can easily be found via Google, for the aficionados!</span><br />
<span style="font-family: "verdana" , sans-serif;"><br /></span><span style="font-family: "verdana" , sans-serif;">The word </span><b style="font-family: verdana, sans-serif;">vaccine </b><span style="font-family: "verdana" , sans-serif;">is itself a little unusual, if you don't already know, it is derived from the Latin word </span><i style="font-family: verdana, sans-serif;">vaccinus</i><span style="font-family: "verdana" , sans-serif;">, pertaining to cows, which makes sense, since Jenner's work was based around cowpox. The World Health Authority's statement on vaccines captures the essence of their use in medicine:</span><br />
<span style="font-family: "verdana" , sans-serif;"><br /></span><a href="https://www.who.int/sysmedia/images/topics/vaccines.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="135" src="https://www.who.int/sysmedia/images/topics/vaccines.jpg" width="200" /></a><span style="background-color: white; color: #333333; font-family: "verdana" , sans-serif; font-weight: inherit;"><i><b style="box-sizing: inherit;">"Vaccination is one of the most effective ways to prevent diseases.</b> A vaccine helps the body’s immune system to recognize and fight pathogens like viruses or bacteria, which then keeps us safe from the diseases they cause. Vaccines protect against more than 25 debilitating or life-threatening diseases, including measles, polio, tetanus, diphtheria, meningitis, influenza, tetanus, typhoid and cervical cancer<span style="font-size: 13px;">".</span></i></span><br />
<span style="background-color: white; color: #333333; font-style: inherit; font-weight: inherit;"><span style="font-family: "verdana" , sans-serif;"><br /></span></span><span style="background-color: white;"><span style="font-family: "verdana" , sans-serif;"><span style="color: #333333;"><span style="font-style: inherit; font-weight: inherit;">The small glass vials in the above image (typically sealed with a rubber stopper) are in universal use for storing vaccines before injection. But what is inside a typical vaccine? To the pharmacist, the way in which any medicine is packaged and </span>prepared<span style="font-style: inherit; font-weight: inherit;"> for </span>administration<span style="font-style: inherit; font-weight: inherit;"> is referred to as formulation. An</span>d<span style="font-style: inherit; font-weight: inherit;"> in the case of vaccines, you may be surprised at the formulation. In addition to the recombinant mixture of antigens (it is directed at 4 molecular variants, or </span><span style="font-style: inherit;"><b>quadravalent</b></span><span style="font-style: inherit; font-weight: inherit;">), a vial of Afluria vaccine from Seqirus for example, also contains:</span></span></span></span><br />
<span style="background-color: white;"><span style="font-family: "verdana" , sans-serif;"><span style="color: #333333;"><span style="font-style: inherit; font-weight: inherit;"><br /></span></span></span></span><span style="font-family: "verdana" , sans-serif;">sodium chloride, monobasic sodium phosphate, dibasic sodium phosphate, monobasic potassium phosphate, potassium chloride, calcium chloride, sodium taurodeoxycholate, ovalbumin, sucrose, neomycin sulfate, polymyxin B, betapropiolactone, hydrocortisone thimerosal</span><br />
<span style="font-family: "verdana" , sans-serif;"><br /></span><span style="font-family: "verdana" , sans-serif;">...all of which are collectively referred to as <b>adjuvants</b>, or substances that enhance the immunogenicity of the vaccine's principle component. (To be precise, some components are adjuvants and others are stabilizers, that ensure the vaccine maintains its potency under the recommended storage conditions).</span><br />
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<tr><td style="text-align: center;"><a href="https://upload.wikimedia.org/wikipedia/commons/9/9c/PDB_1hgd_EBI.jpg" imageanchor="1" style="clear: left; margin-bottom: 1em; margin-left: auto; margin-right: auto;"><img alt="PDB 1hgd EBI.jpg" border="0" height="240" src="https://upload.wikimedia.org/wikipedia/commons/9/9c/PDB_1hgd_EBI.jpg" width="320" /></a></td></tr>
<tr><td class="tr-caption" style="font-size: 12.8px; text-align: center;"><span style="font-family: "verdana" , sans-serif;">Three dimensional structure of haemagglutinin</span></td></tr>
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<span style="font-family: "verdana" , sans-serif;"></span><span style="font-family: "verdana" , sans-serif;">Of course the key component of the vaccine is the <b>immunogen</b>, which is defined as an <b>antigen</b> that elicits an immune response. The word antigen itself is defined as a foreign molecule that specifically interacts with an <b>antibody </b><a href="https://utcinnovationlabs.blogspot.com/2014/02/molecule-of-month-january-2013.html">(you can read about antibodies at an earlier post).</a> Antigens can be small molecules (where they are sometimes called <b>haptens</b>), proteins or whole cells. In the case of Afluria, the immunogens are given below by the manufacturer: <span style="color: red;"><i>e</i></span><i style="background-color: white;"><span style="color: red;">ach 0.5ml dose contains 15µg haemagglutinin (HA), total 60µg, from four influenza types and subtypes: A/H1N1, A/H3N2, B/Yamagata, and B/Victoria. The multi-dose vial also contains thimerosal (24.5<i style="color: black;"><span style="color: red;">µg</span></i> mercury per 0.5ml dose)</span></i><span style="background-color: white; color: #222222;">. The image above on the LHS is a representation of haemagglutinin, one of the main immunogens used in influenza vaccines.</span></span><br />
<span style="background-color: white; color: #222222;"><span style="font-family: "verdana" , sans-serif;"><br /></span></span><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj0ZiPw9AdfhVP3tfGSGucZKgOGDQQ8n6tkyqXXMV7QhVvypAB1u8bhStKzR6Ef11YC78_4tbgxcZ5BjwLKr4mjMC5mejOixRWEd2K_nTWkiA8K3118FCQ-itDVlcT-TJ6BcKr8lzh6hZu3/s1600/flu.png" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" data-original-height="365" data-original-width="614" height="190" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj0ZiPw9AdfhVP3tfGSGucZKgOGDQQ8n6tkyqXXMV7QhVvypAB1u8bhStKzR6Ef11YC78_4tbgxcZ5BjwLKr4mjMC5mejOixRWEd2K_nTWkiA8K3118FCQ-itDVlcT-TJ6BcKr8lzh6hZu3/s320/flu.png" width="320" /></a><span style="background-color: white;"><span style="font-family: "verdana" , sans-serif;"><span style="color: #222222;">H(a)emagglutinin (</span></span></span><span style="background-color: white; color: #222222; font-family: "verdana" , sans-serif;">UK/US spellings)</span><span style="background-color: white;"><span style="font-family: "verdana" , sans-serif;"><span style="color: #222222;">, as shown above projects outwards from the surface of the virus particle. The four </span></span></span><span style="background-color: white; color: #222222; font-family: "verdana" , sans-serif;">variants of HA (above in red) are mutants found associated </span><span style="background-color: white; color: #222222; font-family: "verdana" , sans-serif;">with</span><span style="background-color: white; color: #222222; font-family: "verdana" , sans-serif;"> different viral strains. The quadravalent vaccine aims to eliminate all four major types of influenza in circulation. Why target haemagglutinin? To answer this we need to understand how influenza virus acts on us. The influenza virus is shown schematically on the RHS. Covid-19 has a single major spike protein, but the flu virus has two: neuraminidase (N) and haemagglutinin. (This why you may hear of flu viruses called H1N1, which is a shorthand for a specific combination of haemagglutinin and neuraminidase sequences). </span><br />
<span style="background-color: white; color: #222222; font-family: "verdana" , sans-serif;"><br /></span><span style="color: #222222;"><span style="background-color: transparent;"><span style="font-family: "verdana" , sans-serif;">Influenza virus HA first binds to <b><a href="https://en.wikipedia.org/wiki/Sialic_acid">sialic acid</a></b> residues on <b><a href="https://en.wikipedia.org/wiki/Glycoprotein">glycoproteins</a></b> or <b><a href="https://en.wikipedia.org/wiki/Glycolipid">glycolilipid</a></b> receptors on the surface of the host cell, in response, the cell then engulfs (or <b><a href="https://en.wikipedia.org/wiki/Endocytosis">endocytoses</a></b>) the virus. In the acidic environment of the <b><a href="https://en.wikipedia.org/wiki/Endosome">endosomes</a></b>, the virus changes shape and fuses its envelope with the endosomal membrane. This is followed by a signal to release the virus <b><a href="https://en.wikipedia.org/wiki/Capsid">nucleocapsid</a> </b>into the host cytoplasm. From there, the nucleocapsid travels to the host nucleus and a train of events has now been triggered that leads to virus replication.</span></span><span style="background-color: white;"><span style="font-family: "verdana" , sans-serif;"> </span><a href="https://www.youtube.com/watch?v=jkNxmTrrZSk" style="font-family: verdana, sans-serif;">Here</a><span style="font-family: "verdana" , sans-serif;"> is a nice vid</span><span style="font-family: "verdana" , sans-serif;">eo simulation of the process. Unlike the virus itself, a vaccine will stimulate the production of antibodies that will in turn block this sequence of events by masking the HA or N pro</span></span><span style="background-color: white;"><span style="font-family: "verdana" , sans-serif;">teins.</span></span></span><br />
<span style="color: #222222;"><span style="background-color: white;"><span style="font-family: "verdana" , sans-serif;"><br /></span></span></span><a href="https://upload.wikimedia.org/wikipedia/commons/e/e2/Spanish_flu_death_chart.png" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="152" src="https://upload.wikimedia.org/wikipedia/commons/e/e2/Spanish_flu_death_chart.png" width="200" /></a><span style="background-color: white;"><span style="background-color: white; color: #222222;"><span style="font-family: "verdana" , sans-serif;">U</span></span></span><span style="background-color: white;"><span style="background-color: white; color: #222222;"><span style="font-family: "verdana" , sans-serif;">nfortunately, these proteins are susceptible to mutation (as discussed in the previous post) and, as a result, completely new vaccines must be prepared each year. The design of each new vaccine is determin</span><span style="font-family: "verdana" , sans-serif;">ed following a twice yearly international consultation and evaluation of the epidemiology of viral infection and the determination of the genome sequences of the most common viruses. </span></span><span style="color: #222222; font-family: "verdana" , sans-serif;">The time taken for a</span><span style="color: #222222; font-family: "verdana" , sans-serif;"> </span></span><span style="background-color: white; color: #222222; font-family: "verdana" , sans-serif;">flu vaccine to be produced just fits into the "window" between the February (northern hemisphere) decision meeting and the surge in cases typical of flu in October as</span><span style="background-color: white; color: #222222; font-family: "verdana" , sans-serif;"> can be seen from the 1918 Spanish Flu pandemic (top LHS): we are unsure yet whether Covid-19 is seasonal. </span><br />
<span style="background-color: white; color: #222222; font-family: "verdana" , sans-serif;"><br /></span><a href="https://cen.acs.org/content/cen/articles/95/i44/Giving-needle-free-flu-vaccines/_jcr_content/articlebody/subpar/articlemedia_0.img.jpg/1509563984834.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img alt="Image result for flu vaccine administration methods" border="0" height="110" src="https://cen.acs.org/content/cen/articles/95/i44/Giving-needle-free-flu-vaccines/_jcr_content/articlebody/subpar/articlemedia_0.img.jpg/1509563984834.jpg" width="200" /></a><span style="color: #222222; font-family: "verdana" , sans-serif;"><span style="background-color: white;">So here's what happens when you are injected with a flu vaccine (or any other </span></span><span style="color: #222222; font-family: "verdana" , sans-serif;"><span style="background-color: white;">vaccine for that matter). The formulated preparation of antigens stimulates the production (in this case ) of HA/N specific antibodies. Shortly after the injection some people experience mild flu-like symptoms, but importantly, within around 14 days, you will have produced a reservoir of antibodies that can be mobilized rapidly if you become infected with the virus in the future. You are now immune to the virus. [I shall come back to the issue of the level and the longevity of immunity later in the post.]</span></span><span style="background-color: white; color: #222222; font-family: "verdana" , sans-serif;"> I have given the example of influenza vaccination which is usually injected intra-muscularly, but a vaccine can be administered orally, subcutaneously (the needle penetrates the fatty tissue beneath the skin), intra-nasally (though the nose) or intra-venously. Again, each method will be associated with a specific formulation. </span><br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhVU1bfwTjYhgI3jsr5rHVpBYHK4952eiEaT1EcrdnxM8N2vJW1jPr7IngiN9fxIhJE0EhNAh40k0ib1vxPv_wp3p_8rQD124wLATIboSB0DtXotTO7dITUgi9xXQj0nIgkL0pxnUSVxAoB/s1600/covid+spike.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="987" data-original-width="1154" height="170" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhVU1bfwTjYhgI3jsr5rHVpBYHK4952eiEaT1EcrdnxM8N2vJW1jPr7IngiN9fxIhJE0EhNAh40k0ib1vxPv_wp3p_8rQD124wLATIboSB0DtXotTO7dITUgi9xXQj0nIgkL0pxnUSVxAoB/s200/covid+spike.jpg" width="200" /></a><span style="background-color: white;"><span style="color: #222222; font-family: "verdana" , sans-serif;">Last week in the journal <a href="https://science.sciencemag.org/content/367/6483/1260">Science</a>, a US structural biology group used cryo-electron microscopy to determine the structure of the Covid-19 spike protein, This is/will be the major vaccination target. The spike protein makes an interaction with a protein called ACE-2 (angiotensin converting enzyme-2: this enzyme is displayed on the membrane of cells from a number of tissue types including the lung, where it plays a role in lowering blood pressure). I hope you can see from one of the images taken from the paper that the spike protein (on the right) changes shape on making contact with the target cell. The green coloured domain adopts the "up position" revealing a surface that makes a strong interaction with ACE-2. At this point, the virus is engulfed and the viral RNA makes its way into the cytoplasm where a combination of transcription (producing the mRNA needed to manufacture new viral components) and replication takes place, as the virus overwhelms the cell. The race is on to produce a vaccine against the Covid-19 virus.</span></span><br />
<span style="background-color: white;"><span style="color: #222222; font-family: "verdana" , sans-serif;"><br /></span></span><span style="background-color: white;"><span style="color: #222222; font-family: "verdana" , sans-serif;">The time taken to produce a new vaccine is at least 18 months (allowing for design, manufacturing, safety testing and trials) to many years. The best flu vaccines available in 2020 offer at best around 50% protection against hospitalisation as a result of flu infection. Similarly, 40 years on from the emergence of HIV and AIDS, there is currently no vaccine that will prevent HIV infection, or treat those who have it. You may have heard about the <a href="https://www.nih.gov/news-events/news-releases/nih-clinical-trial-investigational-vaccine-covid-19-begins">Moderna</a> vaccine that is currently undergoing safety testing in volunteers (Phase I Cliical Trial). The innovation here is to bypass the need to purify the protein-based immunogen (or whole virus), by direct injection of the <b><a href="https://en.wikipedia.org/wiki/Messenger_RNA">mRNA</a></b> encoding the immunogen (the spike protein). The use of mRNA as the immunogen, which in some ways mimics the way in which Covid-19 operates, was first suggested nearly 30 years ago, but only in the last 10 years has technology been available to translate this concept into clinical practice. I will be watching the outcome of this work with great interest, but the likely availability of an effective vaccine is still at least a year away: and possibly longer.</span></span><br />
<span style="background-color: white;"><span style="color: #222222; font-family: "verdana" , sans-serif;"><br /></span></span><span style="background-color: white;"><span style="color: #222222; font-family: "verdana" , sans-serif;">As promised earlier, I said I would mention the durability of vaccines and vaccination. In the case of seasonal flu, those who are perceived to be most vulnerable are a priority for vaccination. [You will also have no doubt heard reports of deaths resulting from Covid-19 and their </span></span><span style="background-color: white;"><span style="color: #222222; font-family: "verdana" , sans-serif;">"underlying conditions". </span></span><br />
<span style="background-color: white;"><span style="color: #222222; font-family: "verdana" , sans-serif;">This is a catch-all phrase to emphasise that those most likely to experience life-threatening consequences of infection,are those with an already challenged immune system. In addition, since Covid-19 gains entry via the respiratory system, among those at high risk will be chronic asthmatics and cystic fibrosis sufferers]. The durability of an individual's immune response seems to be variable. In addition each type of vaccine appears to show differences. There is a nice article <a href="https://www.immune.org.nz/vaccines/efficiency-effectiveness">here</a> on the factors known to influence the longevity of a vaccine. Suffice to say though at this stage, in the absence of a Covid-19 vaccine, only time will tell.</span></span><br />
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<span style="background-color: white;"><span style="color: #222222; font-family: "verdana" , sans-serif;">I shall leave you with a link to a recent </span></span><a href="https://science.sciencemag.org/content/367/6483/1169.full" style="background-color: white; font-family: verdana, sans-serif;">editorial</a><span style="background-color: white;"><span style="color: #222222; font-family: "verdana" , sans-serif;"> in the journal Science, which in my view makes some powerful and important observations on the need to ensure that we understand the underpinning Science and respect the fundamental laws of Nature that will eventually enable us to develop a vaccine. As <a href="http://www.feynman.com/stories/obituary/">Richard Feynman</a> famously once said: </span></span><br />
<span style="background-color: white;"><span style="color: #222222; font-family: "verdana" , sans-serif;"><i><br /></i></span></span><span style="font-family: "verdana" , sans-serif;"><i><span style="background-color: white; color: #222222; font-size: 16px;">"For a successful technology, reality must take precedence over public relations, for </span><span style="background-color: white; color: #222222; font-size: 16px;">Nature cannot be fooled</span><span style="background-color: white; color: #222222; font-size: 16px;">."</span><span style="background-color: white;"><span style="color: #222222;"> </span></span></i></span></div>
Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-2636689120000745345.post-47737062850515981582020-03-18T14:42:00.000+00:002020-03-19T14:39:56.500+00:00Understanding Covid-19 . I Definitions and Origins<div dir="ltr" style="text-align: left;" trbidi="on">
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<span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;">This is a short series of science oriented posts on the current Coronavirus pandemic. I intend to release them in bite-sized narratives and so there will be 3-4 to follow. All questions and comments welcome, but I should make it clear I am not a virology expert.</span></span><br />
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<span style="font-family: "verdana" , sans-serif;"><a href="https://cdn.cnn.com/cnnnext/dam/assets/200130165125-corona-virus-cdc-image-super-169.jpg" imageanchor="1" style="clear: left; float: left; font-family: "Times New Roman"; margin-bottom: 1em; margin-right: 1em;"><img alt="Image result for corona virus" border="0" height="112" src="https://cdn.cnn.com/cnnnext/dam/assets/200130165125-corona-virus-cdc-image-super-169.jpg" width="200" /></a></span><br />
<span style="font-family: "verdana" , sans-serif;">The subject on everyone's lips (hopefully metaphorically and not physically!) is the Corona virus <b>pandemic</b>. With a tsunami of information everywhere, I thought I would provide some background to the issues that have cropped up in my conversations with colleagues, students and friends. My emphasis will be scientific and not behavioural, but hopefully it will clarify some misconceptions and provide the facts as they relate to other historic viral <b>epidemics</b>. At the end of each post I shall provide a glossary to ensure you have a good working definition of key words (which I shall highlight in <b>bold </b>at the first mention). Ideally, these posts will serve as a resource and please feel free to post questions, which I will do my best to answer in a timely way. I shall begin with some generic properties of all known viruses and then I shall focus on some of the well known examples.</span><br />
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<span style="font-family: "verdana" , sans-serif;">Let's begin with a the word virus itself, originating from Latin, where it was used to describe a poison from an animal such as a snake's venom. It was then in 1900 that medical researchers recognized that some infectious agents or particles could be selectively removed by simple <b>filtering </b>procedures. This provides the dictionary definition below with the reference to virus dimensions (20-300nm). Interestingly Google's Ngram analysis identifies the 1980-1995 period as the period of most frequent printed use of the word virus (I am betting this will be overtaken by 2015-2025, when it gets analysed!). </span><span style="font-family: "verdana" , sans-serif;">My favourite definition is given below and was obtained from www.dictionary.com</span><br />
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<a href="https://assets.bwbx.io/images/users/iqjWHBFdfxIU/i1jvLtJgyhQs/v0/1000x-1.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img alt="Image result for coronavirus electron microscope" border="0" height="200" src="https://assets.bwbx.io/images/users/iqjWHBFdfxIU/i1jvLtJgyhQs/v0/1000x-1.jpg" width="200" /></a></div>
<span style="font-family: "verdana" , sans-serif;"><span style="background-color: white; color: #1a1a1a;"><i>A virus is an <b>ultramicroscopic </b>(20 to 300 nm in diameter), <b>metabolically inert</b>, infectious agent that <b>replicates </b>only within the cells of living hosts, mainly bacteria, plants, and animals: composed of an <b>RNA </b>or <b>DNA </b>core, a <b>protein coat</b>, and, in more complex types, a <b>surrounding envelope</b>.</i></span></span><br />
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<span style="font-family: "verdana" , sans-serif;"><span style="background-color: white;"><span style="color: #1a1a1a;">Let's unpack some of these terms. Ultra-microscopic implies that the virus cannot</span></span></span><span style="background-color: white;"><span style="color: #1a1a1a; font-family: "verdana" , sans-serif;"> be "seen" using a conventional "light microscope", used routinely to look at bacteria or human blood cells (for example). An electron microscope is required for direct visualization, and the image on the right was taken by researchers at the University of Hong Kong. The scale bar shows the virus (looking like a crown or corona from the Latin again, or ancient Greek for a wreath (classical scholars among you will be familiar with the Olympic victor's wreath, made from olive branches) entering a human cell prior to its reproduction. The white scale bar shows the diameter of the virus as approximately 500nm (slightly larger than the dictionary definition). The virus <b>genome </b>will be discussed later, but the term <b>metabolically inert </b>refers to the fact that viruses of this kind are absolutely dependent on the <b>host </b>for providing energy (in the form of <b>ATP</b>) for their reproduction (often called <b>replication</b>): they cannot produce energy from food: they "steal" it from the host. The terms <b>RNA</b>, <b>DNA</b>, <b>protein </b>(coat and <b>envelope</b>)<b> </b>describe the classes of macromolecules associated with information (RNA and not DNA in the case of <b>covid-19</b>), structural and catalytic components (<b>proteins</b>) and the "protective shell" or <b>envelope </b>surrounding the virus particle.</span></span><br />
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<span style="background-color: white;"><span style="color: #1a1a1a; font-family: "verdana" , sans-serif;">In short then, covid-19 is an RNA virus capable of infecting humans primarily through a respiratory route (nose and mouth). It is around 500nm in diameter (a typical lung cell has a diameter of 8000nm: assuming viruses and cells are perfect spheres, what would be their respective volumes and what would be the capacity of each cell for virus particles?). It is an enveloped virus surrounded by a lipid membrane, into which a number of major "spike" proteins are embedded. It is these spike proteins that establish contact with respiratory cells prior to invasion of the cell itself (as shown above). The spike protein will assume importance in subsequent discussions of vaccination strategies.</span></span><br />
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<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiPrhq0kYelhzMAKT4Shka-eEWy5zq2WXgRKoZoq4E4zZVeH4L83An8w7eUyn_v-C3MsN0JolL5k2uFPJvcFTC2bDz9OaknJk2hCy4Ox4Vd03BHqzhw9XPWovIs7-HsTEHwQvIBxivJvYg/s1600/v+0.jpg" imageanchor="1" style="clear: left; margin-bottom: 1em; margin-left: auto; margin-right: auto;"><img alt="Related image" border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiPrhq0kYelhzMAKT4Shka-eEWy5zq2WXgRKoZoq4E4zZVeH4L83An8w7eUyn_v-C3MsN0JolL5k2uFPJvcFTC2bDz9OaknJk2hCy4Ox4Vd03BHqzhw9XPWovIs7-HsTEHwQvIBxivJvYg/s1600/v+0.jpg" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">The leaf on the left is healthy, but the one on the <br />
right has been overwhelmed by a TMV infection</td></tr>
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<span style="background-color: white;"><span style="color: #1a1a1a; font-family: "verdana" , sans-serif;">The first detailed analysis of any RNA virus was the subject of the 1946 Nobel Prize awarded to three protein scientists, including Wendell Stanley for his work on Tobacco Mosaic Virus (TMV). In a seminal paper published in 1935 (yes 85 years ago!). Stanley purified and crystallized this cylindrical virus and demonstrated that the pure preparation could elicit the biologically common infection of tobacco plant leaves as shown in the image on the left. In 1935, proof that DNA was the genetic material was unavailable, and moreover, methods did not exist to easily identify and characterize RNA molecules. Today we know that some of the major pathogenic viruses are encoded by RNA and not DNA genomes.</span></span><br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjcs6W5JPDTIncSBr7jtKfS0Gmj3rX-PTyitSM_-01nqZlcy8G6OFUgMLoHASfukia0_1_bZlS6_Xwm0ah_xOQWb9CrIUkVgKZHT97jaIjQQj7XrkjjSZw8fakZ6P_BOgq3yG6bxb_KgUs/s1600/virus+trilogy.png" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em; text-align: center;"><img border="0" data-original-height="439" data-original-width="1014" height="171" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjcs6W5JPDTIncSBr7jtKfS0Gmj3rX-PTyitSM_-01nqZlcy8G6OFUgMLoHASfukia0_1_bZlS6_Xwm0ah_xOQWb9CrIUkVgKZHT97jaIjQQj7XrkjjSZw8fakZ6P_BOgq3yG6bxb_KgUs/s400/virus+trilogy.png" width="400" /></a><span style="background-color: white;"><span style="color: #1a1a1a; font-family: "verdana" , sans-serif;">T</span></span><span style="background-color: white; color: #1a1a1a; font-family: "verdana" , sans-serif;">he diagram on the right, compares the structural features of covid-19 (left) and TMV (middle) alongside another well known pathogen, the norovirus. </span><span style="background-color: white;"><span style="color: #1a1a1a; font-family: "verdana" , sans-serif;">These three viruses share some things in common, but covid-19 (like HIV) is an enveloped virus: the other two have capsids not envelopes and importantly, alcohol gel is ineffective in eradicating norovirus, but effective at inactivating covid-19. In general hand-washing with soap is the best way to reduce viral transmission, since the viruses we are likely to encounter could be of either type. All RNA viruses that infect eukaryotic host cells (plant or animal) must either express their genes from the injected RNA by direct <b>transcription</b>, or by first converting the RNA genome into DNA, through the action of the enzyme <b>Reverse Transcriptase</b>. With the viral genome now in the form of DNA, the host cell machinery that converts its own structural genes into first mRNA and then proteins, is hijacked by the virus genome. The result is a rapid accumulation of the building blocks needed to make more virus particles. When the cell capacity is exceeded, the infectious particles are released and the host begins to mount an immune defence. (I shall discuss this process in the light of the recent work published by the Australian virology group, but I do like this <a href="https://www.nytimes.com/interactive/2020/03/11/science/how-coronavirus-hijacks-your-cells.html">NYT </a>graphic summary).</span></span><br />
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<a href="https://rhapsodyinbooks.files.wordpress.com/2011/04/7048notw1pox.jpg?w=640" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" src="https://rhapsodyinbooks.files.wordpress.com/2011/04/7048notw1pox.jpg?w=640" /></a><span style="color: #1a1a1a; font-family: "verdana" , sans-serif;"><span style="background-color: white;">To end this first installment, one question I have been asked is "how does covid-19 compare with small-pox virus"? By</span></span><span style="background-color: white; color: #1a1a1a; font-family: "verdana" , sans-serif;"> the end of the eighteenth century, s</span><span style="background-color: white; color: #1a1a1a; font-family: "verdana" , sans-serif;">mallpox was responsible for killing around 10% of the world population..... and then along came Edward Jenner (here is one </span><a href="https://ourworldindata.org/smallpox" style="font-family: Verdana, sans-serif;">link </a><span style="background-color: white; color: #1a1a1a; font-family: "verdana" , sans-serif;">that looks at the historical eradication of smallpox). The origins of variola virus (the cause of small pox and cow pox) are unknown, but certainly date back to the third century BCE. Variola viruses are unlike covid-19 in one important respect: they are DNA viruses. Why is this important? Viruses encoded by DNA genomes are less likely to mutate than RNA viruses, since the process of viral genome replication is less "error-prone" in DNA viruses and therefore the equivalents of the "spike proteins" in variola viruses present an easier target for vaccine product</span><span style="font-family: Verdana, sans-serif;"><span style="background-color: white; color: #1a1a1a;">ion. For this reason, unlike flu vaccines, which are produced seasonally, smallpox vaccines can be stockpiled through the agency of the </span><a href="https://www.who.int/">World Health Organisation </a><span style="background-color: white; color: #1a1a1a;">(a valuable resource in all ways). There are over 30m shots of vaccine in deep storage, just in case this disease, which is in fact the only disease to have been completely eradicated</span><span style="background-color: white; color: #1a1a1a;"> globally, should ever re-surface. Clearly the successful vaccination against covid-19 is a priority and... </span></span><br />
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<span style="color: #1a1a1a; font-family: Verdana, sans-serif;"><span style="background-color: white;"><b>I shall discuss vaccines in the next </b></span><b>installment...</b></span></span><br />
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<span style="font-family: Verdana, sans-serif;"><b><span style="color: red;">Glossary of Terms </span></b><span style="color: #1a1a1a;">(in order of appearance in the text)</span></span></span><br />
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<span style="color: #1a1a1a; font-family: Verdana, sans-serif;"><b>Epidemic and pandemic</b> (from the US center for disease control)</span></span><br />
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<i><span style="background-color: white; font-size: 17px;">Occasionally, the amount of disease in a community rises above the expected level. </span><span style="background-color: white; box-sizing: border-box; font-size: 17px; font-weight: bolder;">Epidemic</span><span style="background-color: white; font-size: 17px;"> refers to an increase, often sudden, in the number of cases of a disease above what is normally expected (this called <b>endemic</b>) in that population in that area. </span><span style="background-color: white; box-sizing: border-box; font-size: 17px; font-weight: bolder;">Outbreak</span><span style="background-color: white; font-size: 17px;"> carries the same definition of epidemic, but is often used for a more limited geographic area. </span><span style="background-color: white; box-sizing: border-box; font-size: 17px; font-weight: bolder;">Cluster</span><span style="background-color: white; font-size: 17px;"> refers to an aggregation of cases grouped in place and time that are suspected to be greater than the number expected, even though the expected number may not be known. </span><span style="background-color: white; box-sizing: border-box; font-size: 17px; font-weight: bolder;">Pandemic</span><span style="background-color: white; font-size: 17px;"> refers to an epidemic that has spread over several countries or continents, usually affecting a large number of people.</span></i></span><br />
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<span style="background-color: white; font-size: 17px;"><b>Filtering </b>is simply a process by which small and large particles are separated. It is a slightly more sophisticated form of sieving in which a liquid is passed through a barrier (such as paper or a plastic mesh). The holes in the filter can be manufactured to allow (in this case) particles of less than 1000nm diameter through (the viruses), leaving the cells on the filter itself. </span></span><br />
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</span><a href="https://i.pinimg.com/originals/26/fd/da/26fdda6ce5aa04b67ec85f31834185b3.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><span style="font-family: Verdana, sans-serif;"><img alt="Related image" border="0" height="100" src="https://i.pinimg.com/originals/26/fd/da/26fdda6ce5aa04b67ec85f31834185b3.jpg" width="200" /></span></a><span style="font-family: Verdana, sans-serif;"><span style="background-color: white; font-size: 17px;">RNA, DNA protein (these are discussed above), but formally, deoxyribonucleic acids </span><span style="background-color: white;"><span style="font-family: Open Sans, apple-system, blinkmacsystemfont, Segoe UI, Helvetica Neue, arial, sans-serif;"><span style="font-size: 17px;">differ chemically from ribonucleic acids by virtue of a single oxygen atom per sugar (see RHS). One of the consequences of this difference is that DNA molecules form Watson and Crick based paired double helices, whereas RNA molecules form heterogeneous mixtures of helical regions and single-strands. In both bacterial and mammalian cells Francis Crick proposed the central dogma of molecular biology which states that DNA makes RNA (the process called <b>transcription</b>) makes protein (the process of <b>translation</b>). In the case of retroviruses, by definition, the genomic RNA must first be turned into DNA (through the action of the enzyme <b>Reverse Transcriptase</b>) before the proteins that make up the viral coat can be expressed in the host cell. </span></span></span></span><br />
<span style="font-family: Verdana, sans-serif;"><span style="background-color: white;"><span style="font-family: Open Sans, apple-system, blinkmacsystemfont, Segoe UI, Helvetica Neue, arial, sans-serif;"><span style="font-size: 17px;"><br /></span></span></span>
</span><a href="https://www.ichingmeditations.com/wp-content/uploads/2016/06/helix_splitting_72.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><span style="font-family: Verdana, sans-serif;"><img alt="Related image" border="0" height="303" src="https://www.ichingmeditations.com/wp-content/uploads/2016/06/helix_splitting_72.jpg" width="320" /></span></a><span style="background-color: white;"><span style="font-family: Verdana, sans-serif;"><b style="font-size: 17px;">Replication </b><span style="font-size: 17px;">is the term used to describe the duplication of a genome. In the case of DNA genomes, the enzyme DNA polymerase (which varies considerably in its complexity, from bacteria to man, but is renowned for making very few mistakes) catalyses the copying of DNA to generate new chromosomes. In the case of viral replication, many copies of the viral genome must be replicated to be packaged into the viral capsid (protein shell) or envelope (protein and lipid coat). The original concept of replication was suggested by Watson and Crick in 1953 and through teh pioneering work of (Arthur) Kornberg and Meselson and Stahl, we now have a good understanding of the molecular basis of DNA replication as shown diagrammatically on the left. If the genome is made from RNA instead of DNA, replication is much more like transcription and since he transcribing enzyme, RNA polymerase is more careless than DNA polymerase, mutations arise more frequently in RNA viruses.</span></span></span><br />
<span style="background-color: white;"><span style="font-family: "open sans" , , "blinkmacsystemfont" , "segoe ui" , "helvetica neue" , "arial" , sans-serif;"><span style="font-size: 17px;"><br /></span></span></span>
<span style="background-color: white;"><span style="font-family: "open sans" , , "blinkmacsystemfont" , "segoe ui" , "helvetica neue" , "arial" , sans-serif;"><span style="font-size: 17px;"><span style="color: red; font-family: verdana, sans-serif;">Thanks for the request from Anudhi regarding the specifics of replication in corona viruses, here is a summary of the properties of the Replicase gene. Like many RNA viruses, the proteins encoded in the RNA are expressed as a poly-protein which requires processing by a protease prior to assembly of the functional protein: in this case the replicase. The two replicase proteins combine to catalyse both transcription of the viral genome and replication in order that the genome can be packaged following assembly of new virus particles. The genome is just less than 30 000 nucleotides and an overview of the related SARS corona-virus can be found </span><a href="https://www.ncbi.nlm.nih.gov/pmc/articles/PMC4369385/" style="font-family: verdana, sans-serif;">here </a><span style="color: red; font-family: verdana, sans-serif;">for those of you who want more details.</span></span></span></span></div>
Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-2636689120000745345.post-40310969055043920802019-11-19T12:35:00.002+00:002019-11-19T15:18:17.792+00:00Nour's story<div dir="ltr" style="text-align: left;" trbidi="on">
<h3 class="post-title entry-title" itemprop="name" style="background-color: white; color: #444444; font-stretch: normal; font-variant-east-asian: normal; font-variant-numeric: normal; line-height: normal; margin: 0px; position: relative;">
<b><i><span style="font-family: "verdana" , sans-serif; font-size: small;">Nour A_T is a Y12 student at the Liverpool Life Sciences UTC. Read her personal journey at the UTC as she embarks on her Extended Project Qualification.</span></i></b></h3>
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<span style="font-family: "verdana" , sans-serif;"><span style="line-height: 115%;"><b>About me</b>. My name is
Nour and I’m a year 12 student in the UTC who is currently studying
Biology, Chemistry, Maths and Arabic A- level. My interests include sport
psychology and chemistry. I’m close to submitting my Crest Award application
that aims to investigate how sports affect the emotions of the performer. </span>I’ve already published
an article about my personal experiences and a bit of my background as part of
the <a href="https://changingthestory.leeds.ac.uk/2019/01/15/syria-how-sport-can-change-the-story/">young changemakers program</a>.</span></div>
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<span style="font-family: "verdana" , sans-serif;"><span style="line-height: 115%;"><b>Why I
joined the UTC</b>. </span>I joined
Liverpool Life Sciences UTC in year 9 as part of the accelerated programme. I
sat Business, Spanish and PE GCSE in year 10 and then I sat my core subjects
and 3 further options, including Business AS in year 11. My
experiences in the UTC so far have been
very valuable and informative as they have helped build my background knowledge
in various areas and I have also seen my interest in chemistry and related
fields increase over time due to the exposure to the labs and the insight I
have received into the different areas of science and the wider world; PBL
projects and science related events the school has held, along with events I
attended due to the schools connections, i.e.: 100,000 genomes
project-transforming health care. As well as attending a gender equality
conference and a conference related to East Asia in UWC Atlantic College. </span><span style="font-family: "verdana" , sans-serif;">As I’m keen
on developing the working environment I'm in, I’m part of the Junior Leadership
Team as I believe it can help contribute to the progress and development of the
UTC.</span></div>
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<span style="font-family: "verdana" , sans-serif; line-height: 115%;"><b>Current future career ideas.</b> I’ve always
been interested in medicine and medical related careers. I’m currently looking
into studying pharmacy and developing drugs in the lab as well as travelling to
conferences around the world in order to gain more understanding about other
drugs as well as presenting my findings. </span><span style="font-family: "verdana" , sans-serif;">I’ve
expressed an interest in medicine for a long time, but I haven't really looked
into the numerous pathways it opens up. </span><span style="font-family: "verdana" , sans-serif;">I’ve done a
week work experience in a pharmacy in order to gain a more in depth
understanding of what a pharmacist’s role entitles and this allowed me to have
a more vivid idea of what I want my future career to look like.</span></div>
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<span style="line-height: 115%;"><b><span style="line-height: 18.4px;"><span style="font-family: "verdana" , sans-serif;">Role in the Baltic Research Institute (BRI). </span></span></b><span style="font-family: "verdana" , sans-serif;">I'm currently one of the three co-directors of the BRI as well as being head of the
technical centre. This will allow me to develop my leadership skills as well as
improving my networking skills and being able to understand other people's
perspectives on how they would approach problem solving and collectively work
on overcoming a problem.<o:p></o:p></span></span></div>
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<span style="font-family: "verdana" , sans-serif;"><span style="line-height: 115%;">I’m also
head of technical centres as I’m very passionate about this sector as it will
help improve my technical skills and improve my knowledge on aspects such as
molecular biology and biochemistry. This is due to the fact that I will be able
to oversee how my colleagues’ projects and roles are developing and I will be
able to<span style="mso-spacerun: yes;"> h</span></span>elp them
overcome any difficulties they might face, and this would inevitably improve my
lab and technical skills.</span></div>
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<span style="font-family: "verdana" , sans-serif;"><span style="line-height: 115%;"><b><span style="line-height: 18.4px;">EPQ idea. </span></b>My proposed
project is titled: “How are the bacteria, campylobacter and salmonella,
affected by the antibiotics: Ciprofloxacin, azithromycin and Ceftriaxone,
within antibiotic cocktails?” </span>The overall
aim is to find out how do these antibiotics affect the growth and colonisation
of the bacteria and whether or not antibiotic cocktails
are more effective than using one type of antibiotic to inhibit the growth of
the bacteria. This may be done by comparing the zones of inhibition around each
antibiotic.</span></div>
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<span style="font-family: "verdana" , sans-serif;"><span style="line-height: 115%;">I’ll use
secondary research to gain a better understanding of the structure and
properties of both the antibiotics and the bacteria and how they interact with
each other. Secondary research may also include getting test strips from the
company ‘Mast Diagnostics’ that they’ve made and comparing them with my own. </span>Analysis involves
Comparing the zones of inhibition caused by the antibiotics in the agar plates
and see whether antibiotic cocktails were more effective than one type of
antibiotic. Moreover, I’ll have two agar plates with just the bacteria on them
as they are a controlled experiment that can be used as a baseline for
comparison. Overall,
this would help build the main structure of my research and the final conclusion/argument.</span></div>
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Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-2636689120000745345.post-71528058668941525242019-11-19T12:21:00.003+00:002019-11-19T12:22:39.362+00:00Steph's story<div dir="ltr" style="text-align: left;" trbidi="on">
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<span style="font-family: "verdana" , sans-serif;"><b><i>Steph R is a Y12 student at the Liverpool Life Sciences UTC. Read her personal journey at the UTC as she embarks on her Extended Project Qualification.</i></b></span></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEja1Aw8_1BT4KqqqgiIssGwPpAKZcQSaIAp3aVl63coz8ZNrAsxH7nAEm8XMr3zgJj0W9pvenuI9o9IJarFuTJ69lEzY0Kv0hfQ_EcY5NzUX4yCEKdEjdEKuZJECZbbnXMI-mFTSmo20eQ/s1600/steph+1.png" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="1068" data-original-width="1600" height="133" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEja1Aw8_1BT4KqqqgiIssGwPpAKZcQSaIAp3aVl63coz8ZNrAsxH7nAEm8XMr3zgJj0W9pvenuI9o9IJarFuTJ69lEzY0Kv0hfQ_EcY5NzUX4yCEKdEjdEKuZJECZbbnXMI-mFTSmo20eQ/s200/steph+1.png" width="200" /></a><span style="font-family: "verdana" , sans-serif;"><span style="line-height: 150%;">Hi, I’m Steph, I’m a student at Life Sciences UTC and I’m
currently studying Chemistry, Physics and Maths. I find physical and inorganic
chemistry most interesting and I’m planning on studying either chemistry or
chemical engineering at uni, although I’ve no idea where. Places such as
Imperial, Brunel, Durham and Loughborough are on my list, but the latter is
mainly down to the sports facilities as I do athletics in my spare time. This
is something which I find complements science really well but has enough
differences to be a way to switch off from academics.</span><!--[if gte vml 1]><v:shapetype
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhZf4gmT1_RlBo5uZ5WJpOITxfcFlUlr_VrXcJ1cDkMceyU91Jxy84iFw30MjhkK02O77Ms0OR6G291HE-G14GbJgo0uKqKxoFukfXKrKoavl-6vJb9Jc0paNYRzEQwSdnoT3d_WEe1ujQ/s1600/steph+2.png" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" data-original-height="480" data-original-width="875" height="109" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhZf4gmT1_RlBo5uZ5WJpOITxfcFlUlr_VrXcJ1cDkMceyU91Jxy84iFw30MjhkK02O77Ms0OR6G291HE-G14GbJgo0uKqKxoFukfXKrKoavl-6vJb9Jc0paNYRzEQwSdnoT3d_WEe1ujQ/s200/steph+2.png" width="200" /></a><span style="font-family: "verdana" , sans-serif;"><span style="line-height: 150%;">To help me find out more about chemistry and the roles
available within it I’ve chosen to do my EPQ about the applications of graphene
and am being aided by the <a href="https://www.graphene.manchester.ac.uk/about/ngi/">Manchester Graphene Institute</a> with this. I think
graphene is a really interesting material and it has the potential to create
many new technologies which are at the forefront of research. So far I have
done some research on the properties and applications of graphene and have
found it has great potential in many different areas. These cover a wide
variety of topics so gives me plenty of choice when choosing which specific
area I focus on. Currently I’m leaning towards exploring the use of graphene
mats or electrodes as this is something I don’t currently know much about but
feel like there’s lots to learn and have found the electrodes could be used to
create efficient, low energy solar cells which may be crucial if we want a
sustainable future. Another area which I think may be exciting is the potential
to create lightweight but very strong </span></span><span style="font-family: "verdana" , sans-serif;">composites, something which I could link
to my athletics as we are constantly looking for ways to improve our times by
small margins while still producing large forces through the ground. I
understand I may not be able to test any graphene samples myself however there
is plenty of data out there for me to do a more theory based EPQ and I hope to
be able to talk to researchers at the institute about what they are
investigating and testing.</span></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEijNhXvj4DWZPrkawGbcSnJJSVIdfybsMb7TFuvRDv5hqMJuB62vTn8a3UQo1WeJWUNAmKHna8laFyG2y05mP0QthlnpZ3EbAbC_rTLNLbmndAvkHCHCA87aMug-kRppubeyZteRpA1QQo/s1600/steph+3.png" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="262" data-original-width="392" height="133" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEijNhXvj4DWZPrkawGbcSnJJSVIdfybsMb7TFuvRDv5hqMJuB62vTn8a3UQo1WeJWUNAmKHna8laFyG2y05mP0QthlnpZ3EbAbC_rTLNLbmndAvkHCHCA87aMug-kRppubeyZteRpA1QQo/s200/steph+3.png" width="200" /></a><span style="font-family: "verdana" , sans-serif;">So far I’ve not had much involvement in the chemistry industry but I hope to get some work experience in both labs and industry to find which area I find most fascinating and could have an exciting and rewarding career in. For me I’d enjoy a career where I can create technologies which can help improve either the science industry or people’s daily lives. One way I’m beginning to develop my chemical skills is through the student led Baltic Research Institute (BRI) for which I am head of chemistry, a new department I’m looking forward to setting up. The main purpose will be to ensure chemistry has a bigger role in the school as the current focus of the BRI is more biology based. This will involve aiding students with experiments or their EPQs as well as developing my own lab skills and techniques which will massively help me in the future when I go into a role in chemistry. I will be working with a team of Y12 students in the department and I’m sure between us we’ll have some great ideas and give others the opportunity to find out more about chemistry.</span></div>
Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-2636689120000745345.post-55900945032228434972017-10-03T08:32:00.002+01:002018-06-04T10:03:13.796+01:00I got rhythm: and so have you?<div dir="ltr" style="text-align: left;" trbidi="on">
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh2oxeGJBaIxdTCTIW3qsdn6sWL2px9IpyCWoVrZZ4PDjEBdjkqbNeIUCNhMwO7w6gHwDKZ5dxr3OV9-BeHbvsG_3Zda90W3_TYa8vWWlHRSBF8_7Q1NOQx3umOcyyBqpC5dKxGoZA6fGo/s1600/nobel+laureates.png" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="567" data-original-width="567" height="200" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh2oxeGJBaIxdTCTIW3qsdn6sWL2px9IpyCWoVrZZ4PDjEBdjkqbNeIUCNhMwO7w6gHwDKZ5dxr3OV9-BeHbvsG_3Zda90W3_TYa8vWWlHRSBF8_7Q1NOQx3umOcyyBqpC5dKxGoZA6fGo/s200/nobel+laureates.png" width="200" /></a></div>
<span style="font-family: "verdana" , sans-serif;">The Nobel Committee in Stockholm, yesterday awarded the Prize in Physiology or Medicine to three Biologists who discovered the genetic basis of our own personal "cellular clocks". You may recall in 2014, the Prize was awarded for work on the brain's very own "satnav" system, which makes sure we know where we are going and where we have been. The work on "Circadian Rhythms" by Jeffrey Hall, Michael Rosbash (Brandeis University, Boston) and Michael Young (Rockefeller University, New York) provides an insight into our connection with night and day. Through their work, we can now appreciate how life on Earth is related to the movements of the sun, the moon and the Universe in general. </span><br />
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<a href="https://lisagawlas.files.wordpress.com/2015/07/night-and-day-thats-just-awesome.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img alt="Image result for night and day" border="0" height="112" src="https://lisagawlas.files.wordpress.com/2015/07/night-and-day-thats-just-awesome.jpg" width="200" /></a><span style="font-family: "verdana" , sans-serif;">There are some words you will need to be familiar with in understanding this </span><span style="font-family: "verdana" , sans-serif;">post. <i><b>Diurnal </b></i>is derived from the Latin meaning of the day or daily and comes from the word <i>dye</i></span><span style="font-family: "verdana" , sans-serif;"><i>u </i>to shine (diamond?). <b><i>Nocturnal</i></b>, I think you will know refers to the night and finally, <i><b>circadian</b> </i>(combined here with rhythm), comes from <i>circa </i>(about or around) and day and is an adjective that describes a process that occurs on a 24 hour cycle. Some species are awake in the day and sleep at night, like us (and I will come back to the problems that shift work and long plane journeys can cause) and others are nocturnal, like bats: sleeping all day and foraging at night. I hope you can see here how evolutionary adaptation is linked to the motion of the planets. Let's look at what they discovered, before I return to the planets!</span><br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhB1APeyOOaZ1kCWGSCAPhzLViTYfl940EI34AssJwMEk4m6m0txeRXLCtegLWoXsEJajLdeKfPmaxYyk4PjSYtZAatkA12SE4Hiu-_rtIsbzCLGjCQYJ3zEZshIt6XA7823yUNbyeEX3M/s1600/period.png" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="412" data-original-width="556" height="148" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhB1APeyOOaZ1kCWGSCAPhzLViTYfl940EI34AssJwMEk4m6m0txeRXLCtegLWoXsEJajLdeKfPmaxYyk4PjSYtZAatkA12SE4Hiu-_rtIsbzCLGjCQYJ3zEZshIt6XA7823yUNbyeEX3M/s200/period.png" width="200" /></a></div>
<span style="font-family: "verdana" , sans-serif;">In 1971, the great US geneticist <a href="https://en.wikipedia.org/wiki/Seymour_Benzer">Seymour Benzer</a> and his colleague Robert Konopka, isolated a mutation in the fruit fly (<i>drosophila</i>), that had an altered pattern of behaviour. More specifically, the mutant flies seemed to have an elongated circadian rhythm of 29 hours instead of 24. They named this gene <i>period</i>, or <i>per </i>for short. This landmark discovery paved the way for the work honoured this week, by the three Nobel Laureates above. The <i>per </i>gene turns out to encode a protein that regulates its own production and destruction: levels of the messenger RNA (mRNA) that encode the PER protein peak during the night and drop down in the daytime (as you can see graphically, top left: the x-axis is in hours). However, the PER protein is produced in the cytoplam of the cell and of course the genes are in the nucleus. It was Young who, in the early 1990s identified the <i>timeless </i>gene, encoding the protein TIM. TIM binds specifically to PER and transports it to the nucleus, where it can now act accordingly. A further protein, identified by Young and this time called <i>doubletime </i>fine tunes the whole process, allowing for occasional adjustments to the 24 hour fixed period. In humans, the network of genes/proteins involved in regulation the body's circadian rhythms is a little more complex than I have described, with the usual collection of protein phosphorylating molecules (kinases and their counterparts phosphatases) ensuring the levels of PER proteins are exquisitely balanced. Finally, the "steady state" levels of the PER proteins are subject to controlled proteolysis in a manner reminiscent of the control of the cell cycle itself by <a href="http://utcinnovationlabs.blogspot.co.uk/2015/02/first-nobel-laureate-to-visit-utc-sir.html">cyclins</a>, which <a href="http://utcinnovationlabs.blogspot.co.uk/2015/02/first-nobel-laureate-to-visit-utc-sir.html">Sir Tim Hunt</a> told us all about when he visited the UTC.</span><br />
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<span style="font-family: "verdana" , sans-serif;">I hope you can appreciate that the genes and proteins involved in maintaining the correct 24 hour clock in cells has now been firmly established by an elegant combination of genetics and biochemistry. Seymour Benzer, who was originally a physicist with interests similar to the young Einstein, set the Nobel Laureates on a journey that has linked Biological Evolution to our place in the Universe. The typical day on Earth is 24 hours, which is determined by the rotation of the Earth during its orbit around the sun, but night and day is opposite to us, if you live in Australia. Given that Mars has a solar cycle that is just over 39 minutes longer than our own: we might expect that life forms on other planets have evolved to match their own solar cycles.</span><br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjPgZUyJZzW-PMzEmv-BKOGr52w93T7fQxJhVuZq7AS3mgt1IAn_qJEvUORHh8KY-K4sQYP-U9GNswR87X6yIgLQYDnDuMU6KOzHyrax09ytesvguk7i7dtg8clFmkgw9st0_Ll-AD-Jio/s1600/drugs.png" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" data-original-height="600" data-original-width="800" height="150" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjPgZUyJZzW-PMzEmv-BKOGr52w93T7fQxJhVuZq7AS3mgt1IAn_qJEvUORHh8KY-K4sQYP-U9GNswR87X6yIgLQYDnDuMU6KOzHyrax09ytesvguk7i7dtg8clFmkgw9st0_Ll-AD-Jio/s200/drugs.png" width="200" /></a>
<span style="font-family: "verdana" , sans-serif;">Finally, beyond the fundamental importance of molecular basis of Circadian</span><span style="font-family: "verdana" , sans-serif;"> Rhythms, why may they be important in respect of our health and well-being? As I mentioned above, by flying in the face of our diurnal nature, the regulation of the PER system needs to adapt: this happened when you fly a long distance or you adopt the working habits of a badger and work shifts. Many people choose to work permanent nights, and must therefore re-configure their body clock. Try it once when you are not forced to! [I should mention that the PER network of regulation interacts with light sensors (cryptochromes) thereby providing the cell (and the body) with valuable cues which fine tune the body clock. </span><span style="font-family: "verdana" , sans-serif;">It is also becoming clear that there is a correlation between the action of certain drugs and the body clock. If you are interested you can read these "rapid response" articles that appeared just after the announcement.</span><br />
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<span style="font-family: "verdana" , sans-serif;"><a href="https://thebiochemistblog.com/2017/10/02/accessing-our-inner-clock/">The Biochemical Society</a></span><br />
<span style="font-family: "verdana" , sans-serif;"><a href="https://www.nytimes.com/2017/10/02/health/nobel-prize-medicine.html">The New York Times</a></span><br />
<span style="font-family: "verdana" , sans-serif;"><a href="https://www.nobelprize.org/">The Nobel Foundation</a></span></div>
Unknownnoreply@blogger.com1tag:blogger.com,1999:blog-2636689120000745345.post-64865696270205075712017-09-28T12:04:00.000+01:002017-09-28T12:04:00.347+01:00Crambin: my molecule for September 2017<div dir="ltr" style="text-align: left;" trbidi="on">
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj_lY5uPiK5y5fLDKJ0NisjwEkhp3lMcgadCqL-yeQs2pov50zjK1xnCHabmMGDJDBf0IzPfQwimbyQCoqEQVIkANzBgV9mgnLhFsBZCDaSop7NSUYUVCQbMtMg77MMlB3Pt9hqFMiag6hY/s1600/crambin.gif" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="254" data-original-width="350" height="145" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj_lY5uPiK5y5fLDKJ0NisjwEkhp3lMcgadCqL-yeQs2pov50zjK1xnCHabmMGDJDBf0IzPfQwimbyQCoqEQVIkANzBgV9mgnLhFsBZCDaSop7NSUYUVCQbMtMg77MMlB3Pt9hqFMiag6hY/s200/crambin.gif" width="200" /></a></div>
<span style="font-family: "verdana" , sans-serif;">This month I have picked a protein I first heard about from a crystallographer, visiting Sheffield around 1981. What interested me was that the structure had been refined to a very high resolution (less than one angstrom, in the early 1980s!). What also interested me was that this was a protein with no known function. So what was the point of all that effort! The molecule itself is pretty unremarkable (see the image left). It contains two alpha helices oriented into a Y-shape, linked by a short, constrained loop. The N-and C-termini seem to have considerable freedom, with a small amount of beta sheet, but surprisingly perhaps, the protein crystallises very easily.</span><br />
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgxuerAtUpw-sBroNUPqHsiUcj_dVQRZbW2_f09iGFdnV6vXNKbM7UEbpfVkOV4IoJmMiJpFifHSC2Ch7psz1cwhfuswI8CmI7UDOtWgkRcZ-u5dtztn3ZYChTDCB3xFGdxQQ_JMegpZg6M/s1600/crambin2.png" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" data-original-height="176" data-original-width="220" height="160" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgxuerAtUpw-sBroNUPqHsiUcj_dVQRZbW2_f09iGFdnV6vXNKbM7UEbpfVkOV4IoJmMiJpFifHSC2Ch7psz1cwhfuswI8CmI7UDOtWgkRcZ-u5dtztn3ZYChTDCB3xFGdxQQ_JMegpZg6M/s200/crambin2.png" width="200" /></a><span style="font-family: "verdana" , sans-serif;"><br /></span><br />
<span style="font-family: "verdana" , sans-serif;">The molecular envelope shown right, shows crambin to be a globular molecule with a well defined shape. Without any knowledge of its function, the surface of the long helix is presented for interaction and the N and C termini could re-fold around a small ligand or another macromolecule. But there is no evidence of a metal ion or any significant space for a small ligand or substrate. After all, it contains less than 50 amino acids, which makes it an ideal candidate for NMR spectroscopy.</span><br />
<span style="font-family: "verdana" , sans-serif;"><br /></span><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh3b0SOkxoIPy8bnN0rwwq-NcQHBO5ANK9zR5puW3tE1yr4mPQBtQIPHeHRp5ySePUXquKyCeoFZlbcXgUFA8MOuAUaFNubTpO4yNJvM9ZvE8kEcVPgPXPOCz5MPZE0ivbXtZH_1sy25N2S/s1600/crambin+3.png" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="234" data-original-width="215" height="200" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh3b0SOkxoIPy8bnN0rwwq-NcQHBO5ANK9zR5puW3tE1yr4mPQBtQIPHeHRp5ySePUXquKyCeoFZlbcXgUFA8MOuAUaFNubTpO4yNJvM9ZvE8kEcVPgPXPOCz5MPZE0ivbXtZH_1sy25N2S/s200/crambin+3.png" width="183" /></a><span style="font-family: "verdana" , sans-serif;">The protein was initially isolated from an Abyssinian cabbage (or kale) and is now known to belong to the family of toxins called thionins. [The source of proteins used by biochemists would make a nice Blog post for the future!] The key to the stability of the terminal segments is (as the name thionin suggests) the disulphide bond. The sequence of crambin is shown below, with the Cys residues highlighted. </span><span style="background-color: white; color: #222222; font-family: "verdana" , sans-serif;">If you look at the representation shown left, you can see </span><span style="background-color: white; color: #222222; font-family: "verdana" , sans-serif;">the yellow sulphurs and the small network of disulphide bonds that contribute to th</span><span style="background-color: white; color: #222222; font-family: "verdana" , sans-serif;">e stability of the structure. This is a feature of many extracellular proteins, including immunoglobulins. The analysis of structures at such high resolution provides a molecular framework for defining the precise geometry of such bonding phenomena and provide a nice </span><br />
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<pre style="line-height: 1; margin-top: 0.5em; text-align: center;"><span style="font-family: "courier new" , "courier" , monospace;"><b><span style="background-color: white; color: #222222;">TT</span><span style="background-color: black; color: yellow;">CC</span><span style="background-color: white; color: #222222;">PSIVARSNFNV</span><span style="background-color: black; color: yellow;">C</span><span style="background-color: white; color: #222222;">RLPGTPEAL</span><span style="background-color: black; color: yellow;">C</span><span style="background-color: white; color: #222222;">ATYTG</span><span style="color: yellow;"><span style="background-color: black;">C</span></span><span style="background-color: white; color: #222222;">IIIPGAT</span><span style="background-color: black; color: yellow;">C</span><span style="background-color: white; color: #222222;">PGDYAN</span></b></span></pre>
<span style="background-color: white; color: #222222; font-family: "verdana" , sans-serif;"><br /></span><span style="background-color: white; color: #222222; font-family: "verdana" , sans-serif;">experimental opportunity to address the role of disulphides in stabilisation and in protein folding pathways of proteins in general. Try mapping the bonds from the structure onto the sequence. You will immediately appreciate that primary structures must be considered in three dimensions in order to fully appreciate the significance of sequence conservation! </span><br />
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<a href="https://cdn.rcsb.org/images/rutgers/yv/1yva/1yva.pdb-500.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img alt="Image result for crambin nmr structure" border="0" height="200" src="https://cdn.rcsb.org/images/rutgers/yv/1yva/1yva.pdb-500.jpg" width="200" /></a></div>
<span style="font-family: "verdana" , sans-serif;"><br /></span><span style="font-family: "verdana" , sans-serif;">The possible application of this plant product in cancer treatment is being </span><span style="font-family: "verdana" , sans-serif;">investigated, but remains at an early stage to date. One other point I would like to draw your attention to is a comparison between methods of structure determination. X-ray crystallography "prefers" proteins of several hundred or more amino acids in each polypeptide, whereas Nuclear Magnetic Resonance (NMR) spectroscopy "prefers" proteins with molecular weights below 20 000 (<200 amino acids). These rules aren't hard and fast, but they do significantly improve the probability of obtaining a high resolution data set (required to fix the position of side-chain atoms). The structural representation on the right was obtained by NMR. NMR structure determination generates an "ensemble" of structures that are consistent with the spectral data. (See <a href="https://en.wikipedia.org/wiki/Nuclear_magnetic_resonance_spectroscopy_of_proteins">here </a>for an introduction to protein NMR). The first thing you realise is that some parts of the protein are better defined than others. In X-ray crystallography, any significant "flexibility" in a protein structure usually prevents the assignment of electron density in that region and this may mean that this section of a protein is not included in the deposited structural file (it is usually pointed out in the publication). In the case of crambin, the NMR structure suggests that the N and C termini are pretty rigid. A consequence of the disulphide bonding, explaining why the protein is so compact and probably explains why it such an amenable molecule for obtaining high resolution atomic data.</span><br />
<span style="font-family: "verdana" , sans-serif;"><br /></span><span style="font-family: "verdana" , sans-serif;">So finally, why has so much effort been invested by structural biologists in a molecule of such poorly defined function? This is an important issue in Science in general: what should we (as tax payers, versus say drug companies) spend our money on? Molecules like crambin can help establish the fundamental principles of protein structure. Some medically important molecules may be difficult to purify, may be unstable or may yield poor diffraction (in the case of X ray crystallography) or may be difficult to solubilise and show poor spectral resolution (for NMR). The insight we gain from "well-behaved" proteins can help us fill in the gaps with molecules that we can easily recognise as being of societal value. Moreover, workhorses like crambin can help us push the envelope of techniques like X-ray crystallography and NMR, which may then make it more likely that we can interpret the data from proteins that are less well-behaved! One final point is that structure determination alone can rarely determine the function of a molecule. It may be that we need to solve the structures of the entire proteome of humans before we are ready to comprehensively link structure and function in Biology!</span></div>
Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-2636689120000745345.post-78460477713757651882017-08-23T15:48:00.002+01:002017-08-23T15:48:16.726+01:00The challenges of making RNA in bacteria. A late summer selection of molecules <div dir="ltr" style="text-align: left;" trbidi="on">
<a href="https://encrypted-tbn0.gstatic.com/images?q=tbn:ANd9GcS7KMFTjvCX1eLAfJrSeb-KbetpTCBzQj5efN5ig2Kh6c94zbc8" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img alt="Related image" border="0" src="https://encrypted-tbn0.gstatic.com/images?q=tbn:ANd9GcS7KMFTjvCX1eLAfJrSeb-KbetpTCBzQj5efN5ig2Kh6c94zbc8" /></a><span style="font-family: "verdana" , sans-serif;">This month is a little later than I had hoped, mainly due to my choice of molecule. I decided I wanted to get more familiar with the (expanding number of) regulatory proteins involved in the control of gene transcription in bacteria; partly out of a research interest, and partly because it allows me to combine my interest in language (or more specifically alphabets) and Science. The down-side is that I will have to replace all of my as with </span><span style="font-family: "verdana" , sans-serif;"><b style="font-family: "Courier New", Courier, monospace; font-size: 18.6667px;">α</b>s </span><span style="font-family: "verdana" , sans-serif;">and my bs with </span><span style="font-family: "calibri" , sans-serif; font-size: 14pt;"><b>β</b></span><span style="font-family: "verdana" , sans-serif;">s etc. which is always a little clunky on my free Blogging software! The molecule I am focusing on is RNA Polymerase (Pol), which I have covered earlier. However this time I am going to take a look at the transcription factors, or "known associates" of this multi-subunit protein complex that bridges the gap between information and function. The genomes of all prokaryotes contain a set of between 2 000 and 5 000 protein coding genes together with a few hundred genes that encode functional RNAs. This is all information; but in order to "translate" from nucleic acid speak (Nu-speak: sorry George!) to the language of amino acids and proteins (Pep-speak?), the ribosome is required. However, a limited number of RNA species combine an information mode with function, such as the hammerhead </span><i style="font-family: Verdana, sans-serif;">ribozyme</i><span style="font-family: "verdana" , sans-serif;">, that can catalyse specific RNA cleavage in the absence of any proteins (a good future molecular candidate perhaps?). The nucleotide sequence of a </span><i style="font-family: Verdana, sans-serif;">ribozyme </i><span style="font-family: "verdana" , sans-serif;">is no different than that in the genome (apart from an additional oxygen atom per sugar),and it also determines its three-dimensional fold. And therefore its biological function. </span><br />
<span style="font-family: "verdana" , sans-serif;"><br /></span><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjC9ZZusTjMNUl6bc0AGBGuz9ZSn0oS5lmsf_TbdjowDoriG78sB6edZuN8jaLrO0PcMVTPZs3K76r97WWaKdpIjWeqgkhb4FU0pWANynbVwMmro-g7JWkAP4ouMdLzZYhBvhQ954KbCIwR/s1600/RNAL+Pol+A.png" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" data-original-height="510" data-original-width="800" height="126" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjC9ZZusTjMNUl6bc0AGBGuz9ZSn0oS5lmsf_TbdjowDoriG78sB6edZuN8jaLrO0PcMVTPZs3K76r97WWaKdpIjWeqgkhb4FU0pWANynbVwMmro-g7JWkAP4ouMdLzZYhBvhQ954KbCIwR/s200/RNAL+Pol+A.png" width="200" /></a><span style="font-family: "verdana" , sans-serif;">You may be interested to know the source of the images used in this post. I have chosen, where possible, to include the beautiful models created and exhibited at the Pingry Biomolecular Modelling Project <a href="http://www.pingrysmartteam.com/">web site</a> which is just one of the incredibly impressive <a href="http://www.pingry.org/about/mission-and-history">Pingry School</a> initiatives at the school: more information on this ground-breaking collaboration between the Milwaukee School of Engineering (MSOE University) staff and the students and teachers at the Pingray School can be found <a href="http://cbm.msoe.edu/about/index.php">here</a>. On the right is an image of the components of RNA Pol in the early stages of transcriptional initiation. I hope you will agree with me that these models capture both structure and function in a beautiful and informative way.</span><br />
<span style="font-family: "verdana" , sans-serif;"><br /></span><span style="font-family: "verdana" , sans-serif;"><b>The Basics</b> RNA Pols, in their simplest forms (let's leave bacteriophage enzymes on the side for now), comprise two </span><b style="font-family: "Courier New", Courier, monospace; font-size: 18.6667px;">α </b><span style="font-family: "verdana" , sans-serif;">subunits, a </span><b style="font-family: "Courier New", Courier, monospace; font-size: 18.6667px;">β </b><span style="font-family: "verdana" , sans-serif;">and a variation of </span><b style="font-family: "Courier New", Courier, monospace; font-size: 18.6667px;">β</b><span style="font-family: "verdana" , sans-serif;">, called </span><b style="font-family: "Courier New", Courier, monospace; font-size: 18.6667px;">β-</b><span style="font-family: "verdana" , sans-serif;">prime (written </span><b style="font-family: "Courier New", Courier, monospace; font-size: 18.6667px;">β')</b><span style="font-family: "verdana" , sans-serif;">(there are some enzymes in which the </span><b style="font-family: "Courier New", Courier, monospace; font-size: 18.6667px;">β-</b><span style="font-family: "verdana" , sans-serif;">type subunits are fused, but these are only occasional exceptions). This </span><span style="font-family: "verdana" , sans-serif;">hetero-tetrameric </span><span style="font-family: "verdana" , sans-serif;">"apo-enzyme" then associates with a number of "regulators" to form the "holo-enzyme", the most important being the </span><b style="font-family: "Courier New", Courier, monospace; font-size: 18.6667px;">σ </b><span style="font-family: "verdana" , sans-serif;">subunit, which is critical for determining the DNA sequence specificity associated with the choice of the promoter to be transcriptionally active. The image below the reaction scheme shows the promoter sequences recognised by the RNA Pol holoenzyme, with the -10 and -35 elements (recognised by the sigma factor) highlighted. As we we shall see below, </span><span style="font-family: "verdana" , sans-serif;">the </span><span style="font-family: "courier new" , "courier" , monospace; font-size: 18.6667px;"><b>σ </b></span><span style="font-family: "verdana" , sans-serif;">subunit</span><span style="font-family: "verdana" , sans-serif;"> comes in a number of different "flavours".The reaction catalysed by RNA Pols is shown below: it is important to remember that while I am discussing sequence specific DNA binding, RNA Pols are catalysts and DNA and RNA represent substrates and products respectively. </span><br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiBJV6zWnFWOmPbmOTRrU6ywlt1QmRzXWaa5CPYnG5yD8v1kBiBMz-eO0GgaGFRR1NDZkPe-NaQ9hyphenhyphen1GOWEeHV-s6lZW2gY52BDB0kAmX7qtWuL8Sp9RGNKD1QX61q-RqH4y2YWqHLfDLja/s1600/RNA+Pol+mechanism.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="484" data-original-width="687" height="225" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiBJV6zWnFWOmPbmOTRrU6ywlt1QmRzXWaa5CPYnG5yD8v1kBiBMz-eO0GgaGFRR1NDZkPe-NaQ9hyphenhyphen1GOWEeHV-s6lZW2gY52BDB0kAmX7qtWuL8Sp9RGNKD1QX61q-RqH4y2YWqHLfDLja/s320/RNA+Pol+mechanism.png" width="320" /></a></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg-q555Dffsy2bu5wosPhcHoQfIJef08t8396pYKMII-pQE8ugt4pusr3uqx1Hs9F9_IeUbookG7DHgWhz1NJh1byLAlAN526YWAlBaYKoaIsYcuVmgV0b1EX_ukBlzvP6IpCkVvpQKD0IL/s1600/Pol+promoter.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="546" data-original-width="942" height="231" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg-q555Dffsy2bu5wosPhcHoQfIJef08t8396pYKMII-pQE8ugt4pusr3uqx1Hs9F9_IeUbookG7DHgWhz1NJh1byLAlAN526YWAlBaYKoaIsYcuVmgV0b1EX_ukBlzvP6IpCkVvpQKD0IL/s400/Pol+promoter.png" width="400" /></a></div>
<span style="font-family: "verdana" , sans-serif;">The prefixes </span><i style="font-family: verdana, sans-serif;">apo </i><span style="font-family: "verdana" , sans-serif;">and </span><i style="font-family: verdana, sans-serif;">holo </i><span style="font-family: "verdana" , sans-serif;">are derived from the Greek: meaning <i>away from</i> and <i>complete</i>, respectively, and are used frequently by Biochemists to describe proteins without (</span><i style="font-family: verdana, sans-serif;">apo</i><span style="font-family: "verdana" , sans-serif;">) a key component, such as a co-factor compared with the fully functional molecule (</span><i style="font-family: verdana, sans-serif;">holo</i><span style="font-family: "verdana" , sans-serif;">): apo-haemoglobin lacks the haem, for example. Which brings me to the inevitable glossary: an essential set of definitions of terms, symbols and concepts needed to understand gene transcription and for those of you are unfamiliar with the idiosyncrasies of the Greek alphabet, I have included my suggested (phonetic) pronunciations: remember when discussing Science, it really helps if you feel confident about the pronunciation of some of the rather ludicrous terms!</span><br />
<span style="font-family: "verdana" , sans-serif;"><br /></span><span style="font-family: "verdana" , sans-serif;">The Greek alphabet and my advice on pronunciation! [A "hard" consonant, eg the first and last G in <b>g</b>an<b>g</b> is written gg, while the soft G in <b>G</b>erman is written as a single j. Where there is no ambiguity, e.g. the letter D, it is shown as a single d. If the vowel is drawn out, like the two Es in m<b>ee</b>t, it is again doubled].</span><br />
<span style="font-family: "verdana" , sans-serif;"><br /></span><span style="font-size: 14pt; line-height: 19.9733px;"><span style="font-family: "courier new" , "courier" , monospace;"><b>α (alff-a)</b></span></span><br />
<span style="font-size: 14pt; line-height: 19.9733px;"><span style="font-family: "courier new" , "courier" , monospace;"><b>β (bee-ta (UK), bayta (USA))</b></span></span><br />
<span style="font-size: 14pt; line-height: 19.9733px;"><span style="font-family: "courier new" , "courier" , monospace;"><b>γ (ggamm-a)</b></span></span><br />
<span style="font-size: 14pt; line-height: 19.9733px;"><span style="font-family: "courier new" , "courier" , monospace;"><b>δ (delt-a)</b></span></span><br />
<span style="font-size: 14pt; line-height: 19.9733px;"><span style="font-family: "courier new" , "courier" , monospace;"><b>ε (ep-ssee-lon)</b></span></span><br />
<span style="font-size: 14pt; line-height: 19.9733px;"><span style="font-family: "courier new" , "courier" , monospace;"><b>ζ (zee-ta)</b></span></span><br />
<span style="font-size: 14pt; line-height: 19.9733px;"><span style="font-family: "courier new" , "courier" , monospace;"><b>η (new)</b></span></span><br />
<span style="font-size: 14pt; line-height: 19.9733px;"><span style="font-family: "courier new" , "courier" , monospace;"><b>θ (thee-ta (UK), sometimes tha-yta (USA))</b></span></span><br />
<span style="font-size: 14pt; line-height: 19.9733px;"><span style="font-family: "courier new" , "courier" , monospace;"><b>ι (eye-oh-ta)</b></span></span><br />
<span style="font-size: 14pt; line-height: 19.9733px;"><span style="font-family: "courier new" , "courier" , monospace;"><b>κ (kapp-a)</b></span></span><br />
<span style="font-size: 14pt; line-height: 19.9733px;"><span style="font-family: "courier new" , "courier" , monospace;"><b>λ (lamm-da)</b></span></span><br />
<span style="font-size: 14pt; line-height: 19.9733px;"><span style="font-family: "courier new" , "courier" , monospace;"><b>μ (mew)</b></span></span><br />
<span style="font-size: 14pt; line-height: 19.9733px;"><span style="font-family: "courier new" , "courier" , monospace;"><b>ν (new)</b></span></span><br />
<span style="font-size: 14pt; line-height: 19.9733px;"><span style="font-family: "courier new" , "courier" , monospace;"><b>ξ (k-ss-eye)</b></span></span><br />
<span style="font-size: 14pt; line-height: 19.9733px;"><span style="font-family: "courier new" , "courier" , monospace;"><b>ο (oh-mee-kron)</b></span></span><br />
<span style="font-size: 14pt; line-height: 19.9733px;"><span style="font-family: "courier new" , "courier" , monospace;"><b>π (p-eye, or for English readers pie!)</b></span></span><br />
<span style="font-size: 14pt; line-height: 19.9733px;"><span style="font-family: "courier new" , "courier" , monospace;"><b>ρ (row)</b></span></span><br />
<span style="font-size: 14pt; line-height: 19.9733px;"><span style="font-family: "courier new" , "courier" , monospace;"><b>σ (ssigg-ma)</b></span></span><br />
<span style="font-size: 14pt; line-height: 19.9733px;"><span style="font-family: "courier new" , "courier" , monospace;"><b>τ (torr)</b></span></span><br />
<span style="font-size: 14pt; line-height: 19.9733px;"><span style="font-family: "courier new" , "courier" , monospace;"><b>υ (up-ssee-lon)</b></span></span><br />
<span style="font-size: 14pt; line-height: 19.9733px;"><span style="font-family: "courier new" , "courier" , monospace;"><b>φ (ff-eye)</b></span></span><br />
<span style="font-size: 14pt; line-height: 19.9733px;"><span style="font-family: "courier new" , "courier" , monospace;"><b>χ (kai, or k-eye [<u>not </u>kee])</b></span></span><br />
<span style="font-size: 14pt; line-height: 19.9733px;"><span style="font-family: "courier new" , "courier" , monospace;"><b>ψ (p-ss-eye, as in psychology)</b></span></span><br />
<span style="font-size: 14pt; line-height: 19.9733px;"><span style="font-family: "courier new" , "courier" , monospace;"><b>ω (oh-mee-ga (UK) or oh-may-ga (USA))</b></span></span><br />
<span style="font-family: "verdana" , sans-serif;"><br /></span><span style="color: purple; font-family: "verdana" , sans-serif;"><b><i>A short glossary</i></b></span><br />
<i><span style="color: purple;"><span style="font-family: "verdana" , sans-serif;"><br /></span><span style="font-family: "verdana" , sans-serif;"><b><u>A</u></b></span></span></i><br />
<i><span style="color: purple;"><span style="font-family: "verdana" , sans-serif;"><b>Apoenzyme</b>: an incomplete molecule, usually requires a coenzyme (such as FAD, an additional protein (such as </span><b style="font-family: "Courier New", Courier, monospace; font-size: 18.6667px;">σ)</b><span style="font-family: "verdana" , sans-serif;"> or an RNA molecule for full function</span></span></i><br />
<span style="color: purple; font-family: "verdana" , sans-serif;"><b><u><i>H</i></u></b></span><br />
<span style="color: purple; font-family: "verdana" , sans-serif;"><i><b>Holoenzyme: </b><span style="font-family: "verdana" , sans-serif;">an complete molecule, usually incorporating an essential coenzyme (such as FAD, an additional protein (such as </span><b style="font-family: "Courier New", Courier, monospace; font-size: 18.6667px;">σ)</b><span style="font-family: "verdana" , sans-serif;"> or an RNA molecule and expressing full biological function</span><b><br /><u>O</u></b></i></span><br />
<span style="color: purple; font-family: "verdana" , sans-serif;"><i><b>Operator </b>is the term given to a promoter that is flanked by a repressor (or an activator) binding site. The sequence of the promoter is extended in either direction (or possibly both<br /><b><u>P </u></b></i></span><br />
<i><span style="color: purple;"><span style="font-family: "verdana" , sans-serif;"><b>Promoter</b>: a stretch of double-stranded DNA sequence to which an RNA Pol binds and, through a series of orchestrated molecular interactions, marks the initiation point for the transcription of a particular gene or group of genes. In bacteria, the DNA sequence comes in two sections: the -10 box comprises around 10 base pairs which are recognised by a </span><b style="font-family: "Courier New", Courier, monospace; font-size: 18.6667px;">σ </b><span style="font-family: "verdana" , sans-serif;">factor (which is itself associated with the apo-enzyme for of RNA Pol). The -35 "box" provides contacts for the </span><b style="font-family: "Courier New", Courier, monospace; font-size: 18.6667px;">αβ </b><span style="font-family: "verdana" , sans-serif;">subunits. The negative sign indicates the distance between the two "boxes" and the nucleotide that forms the 5' end of the transcript. The diagram below should help explain these concepts.</span></span></i><br />
<span style="color: purple; font-family: "verdana" , sans-serif;"><b><u><i>R</i></u></b></span><br />
<span style="color: purple; font-family: "verdana" , sans-serif;"><i>Ribosomes: a multi-component molecular machine comprising rRNA and polypeptides in the form of two "subunits" referred to by their sedimentation properties in an analytical ultracentrifuge. The 30S (small) and 50S (large) subunits co-assemble during the initiation of protein synthesis in the presence of initiation factors aminoacylated tRNAs, mRNA and an energy supply. You can read more <a href="https://en.wikipedia.org/wiki/Ribosome">here</a>. </i></span><br />
<span style="color: purple; font-family: "verdana" , sans-serif;"><b><u><i>T</i></u></b></span><br />
<span style="color: purple; font-family: "verdana" , sans-serif;"><i><span style="font-family: "verdana" , sans-serif; font-weight: bold;">Transcription: </span><span style="font-family: "verdana" , sans-serif;">the catalytic, template mediated synthesis of RNA from double stranded DNA. The products are a range of RNAs, including messenger, transfer etc and the enzyme may be a single species such as bacterial RNA Polymerase, or a dedicated one such as RNA PolII in eukaryotes that catalyses mRNA biosynthesis.</span></i></span><br />
<span style="color: purple; font-family: "verdana" , sans-serif;"><i><b style="font-family: verdana, sans-serif;">Translation: </b><span style="font-family: "verdana" , sans-serif;">the biosynthesis of polypeptide chains from mRNA templates via the ribosome. Each ribosome can accommodate virtually any mRNA and in higher organisms, aggregates of ribosomes are called polysomes</span></i></span><br />
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<span style="font-family: "verdana" , sans-serif;"><b>Sigma factors</b> One of the many returns on our collective investment in genome sequencing, has been the insights gained into those genes that are </span><span style="font-family: "verdana" , sans-serif;">essential</span><span style="font-family: "verdana" , sans-serif;"> </span><span style="font-family: "verdana" , sans-serif;">for cell growth and reproduction. Not surprisingly, the genes encoding the polypeptides that make up RNA Pols are essential for cell viability. However, while all prokaryotes possess the genes encoding the </span><b style="font-family: "courier new", courier, monospace; font-size: 18.6667px;">α </b><span style="font-family: "verdana" , sans-serif;"><i>(rpoA)<span style="font-size: 18.6667px;">, </span></i></span><b style="font-family: "courier new", courier, monospace; font-size: 18.6667px;">β/</b><b style="font-family: "courier new", courier, monospace; font-size: 18.6667px;">β'</b><i style="font-family: Verdana, sans-serif;">(rpoB and C) </i><span style="font-family: "verdana" , sans-serif;">and the major </span><b style="font-family: "courier new", courier, monospace; font-size: 18.6667px;">σ </b><span style="font-family: "verdana" , sans-serif;">factor, </span><b><span style="background-color: white; color: #222222; font-family: "courier new" , "courier" , monospace;">σ</span><sup style="background-color: white; color: #222222; line-height: 1;"><span style="font-family: "courier new" , "courier" , monospace;">70</span><span style="font-family: sans-serif;"><span style="font-size: 14px;"> </span></span></sup></b><span style="font-family: "verdana" , sans-serif;">(r</span><i style="font-family: Verdana, sans-serif;">poD or sigA</i><span style="font-family: "verdana" , sans-serif;">), there are some other regulatory factors that seem to confer advantages in regulating gene expression, that are likely to add to the physiological versatility of the organisms in which they are expressed. In the well-studied prokaryote <i>E.coli</i>, in addition to </span><b><span style="background-color: white; color: #222222; font-family: "courier new" , "courier" , monospace;">σ</span><sup style="background-color: white; color: #222222; line-height: 1;"><span style="font-family: "courier new" , "courier" , monospace;">70</span></sup></b><span style="font-family: "verdana" , sans-serif;"><span style="font-size: 18.6667px;"> </span>, we find the following </span><b style="font-family: "courier new", courier, monospace; font-size: 18.6667px;">σ</b><span style="font-family: "verdana" , sans-serif;"> factors:</span><br />
<span style="background-color: white; color: #222222; font-family: "verdana" , sans-serif;"><br /></span><span style="background-color: white; color: #222222; font-family: "verdana" , sans-serif;">σ</span><sup style="background-color: white; color: #222222; font-family: verdana, sans-serif; line-height: 1;">19</sup><span style="background-color: white; color: #222222; font-family: "verdana" , sans-serif;"> </span><span style="background-color: white; color: #222222; font-family: "verdana" , sans-serif;">(f<i>ecI</i>) - regulates the <i>fec </i>gene for iron transport</span><br />
<span style="font-family: "verdana" , sans-serif;">σ<sup style="line-height: 1;">24</sup> (<i>rpoE</i>)<span style="background-color: white; color: #222222;"> </span><span style="background-color: white; color: #222222;">- the extreme heat stress factor</span><br />σ<sup style="line-height: 1;">28</sup> (<i>rpoF</i>)<span style="background-color: white; color: #222222;"> </span><span style="background-color: white; color: #222222;">- the flagellar factor</span><br /><span style="background-color: white; color: #222222;">σ</span><sup style="background-color: white; color: #222222; line-height: 1;">32</sup><span style="background-color: white; color: #222222;"> </span><span style="background-color: white; color: #222222;">(<i>rpoH</i>) - the heat shock factor, that is turned on when the bacteria are exposed to heat. Some of the enzymes that are expressed upon activation of σ</span><sup style="background-color: white; color: #222222; line-height: 1;">32</sup><span style="background-color: white; color: #222222;"> </span><span style="background-color: white; color: #222222;">are</span><span style="background-color: white; color: #222222;"> </span>chaperones<span style="background-color: white; color: #222222;">,</span><span style="background-color: white; color: #222222;"> </span>proteases<span style="background-color: white; color: #222222;"> </span><span style="background-color: white; color: #222222;">and DNA-repair enzymes.</span><br />σ<sup style="line-height: 1;">38</sup> <i>(rpoS)</i><span style="background-color: white; color: #222222;"> </span><span style="background-color: white; color: #222222;">- the starvation/stationary phase sigma factor</span><br /><span style="color: #0b0080;">σ</span><sup style="color: #0b0080; line-height: 1;">54</sup><span style="color: #0b0080;"> </span><i><span style="color: #0b0080;">(</span><span style="color: black;">rpo</span></i></span><i><span style="font-family: "verdana" , sans-serif;">N</span>)<span style="background-color: white; color: #222222; font-family: "verdana" , sans-serif;"> </span></i><span style="background-color: white; color: #222222; font-family: "verdana" , sans-serif;">- the nitrogen-limitation factor.</span><br />
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<span style="font-family: "verdana" , sans-serif;">Before (L) and After (R)</span></h3>
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<b style="font-family: "courier new", courier, monospace; font-size: 18.6667px;">σ</b><span style="font-family: "verdana" , sans-serif;"> factors interact with the RNA Pol apoenzyme to generate the holoenzyme and in doing so, provide the enzyme with the capacity to recognise the -10 and -35 elements of a promoter (see figure and scheme above). The "before and after" images (LHS) show the location of the (orange) </span><b style="font-family: "courier new", courier, monospace; font-size: 18.6667px;">σ</b><span style="font-family: "verdana" , sans-serif;"> factor in the complex, and how its elongated shape facilitates recognition of the -10 and -35 elements (the promoter is the blue and pale green duplex above the RNA Pol). The initiation of transcription of all constitutive genes only requires the RNA Pol holoenzyme as in the "before" image. As soon as the transcriptional start site is exposed and a supply of NTPs is made available, the </span><b style="font-family: "courier new", courier, monospace; font-size: 18.6667px;">σ</b><span style="font-family: "verdana" , sans-serif;"> factor dissociates (the "after" image) and the elongation phase of transcription gets underway. The role of the </span><b style="font-family: "courier new", courier, monospace; font-size: 18.6667px;">σ</b><span style="font-family: "verdana" , sans-serif;"> factor is primarily to "target" the catalytic apparatus: by replacing the house-keeping </span><b style="font-family: "courier new", courier, monospace; font-size: 18.6667px;">σ</b><span style="font-family: "verdana" , sans-serif;"> factor with any of the above sigma variants, selective sets of genes can be expressed in response to one or more environmental cues. Pretty straight forward I think you'll agree. This principle of combining a core function, in this case RNA synthesis, with a variety of targeting polypeptides (in this case sigma subunits), is a common strategy used in Biology, with antibodies being a well known example. </span><br />
<span style="font-family: "verdana" , sans-serif;"><br /></span><a href="https://upload.wikimedia.org/wikipedia/commons/thumb/d/df/Audrey_Stevens%27_Inhibtor.png/220px-Audrey_Stevens%27_Inhibtor.png" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" src="https://upload.wikimedia.org/wikipedia/commons/thumb/d/df/Audrey_Stevens%27_Inhibtor.png/220px-Audrey_Stevens%27_Inhibtor.png" /></a><span style="font-family: "verdana" , sans-serif;"><b>Anti-sigma factors</b> The potency of <b style="font-family: "Courier New", Courier, monospace; font-size: 18.6667px;">σ </b>factors has led to the evolution of </span><span style="font-family: "verdana" , sans-serif;">antagonistic molecules, called anti-sigma factors. In some organisms, <b style="font-family: "Courier New", Courier, monospace; font-size: 18.6667px;">σ </b>factors need to be attenuated [slowed] (or even abrogated [stopped]): this can be achieved by the expression of anti-sigmas. Again, the logic is pretty simple. A <b style="font-family: "Courier New", Courier, monospace; font-size: 18.6667px;">σ </b>factor can be maintained in complex with an anti-sigma, until an environmental queue is triggered. Through an induced conformational switch, such as a pH transition, or the binding of a small molecule to the anti-sigma component, the two components (see the image of the T4 phage anti-sigma-<b style="font-family: "Courier New", Courier, monospace; font-size: 18.6667px;">σ </b>complex, RHS) are able to dissociate and the <b style="font-family: "Courier New", Courier, monospace; font-size: 18.6667px;">σ </b>factor is free to promote targeted transcription.</span><br />
<span style="font-family: "verdana" , sans-serif;"><br /></span><a href="https://upload.wikimedia.org/wikipedia/en/c/ca/Lambda_repressor.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img alt="File:Lambda repressor.jpg" border="0" height="200" src="https://upload.wikimedia.org/wikipedia/en/c/ca/Lambda_repressor.jpg" width="140" /></a><span style="font-family: "verdana" , sans-serif;"><b>Repressors </b>These molecules have a special place in the history of Molecular Genetics. The work of Jacob and Monod (see an <a href="http://utcinnovationlabs.blogspot.co.uk/2014/05/junes-molecule-of-month-rna-polymerase.html">earlier post on RNA Pol</a>) in the early 1960s laid the foundations for our understanding of gene regulation in prokaryotes and higher organisms. At the centre of their logic was the concept of the repressor, which was later defined in molecular terms as a protein molecule (although it can also be an RNA molecule) that interferes with transcription. The mode of action of repressors can be simply described as creating a road block in the path of a promoter bound RNA Pol, but since this simple concept was proposed, genetic, structural and kinetic studies have shown that repressors can inhibit RNA Pol progress by a variety of mechanisms which do not always arise from simply blocking the path of the RNA Pol, or by competing for a specific sequence in at or around the promoter. In fact, some repressors (including the lambda repressor shown left) are able to act as both repressors <u>and </u>activators of RNA Pol mediated transcription, and this forms the basis of the "plot" of the remarkable work from Mark Ptashne's laboratory, whose <a href="https://www.cshlpress.com/default.tpl?action=full&--eqskudatarq=468">short book</a> on this topic is a "must read" for all Molecular Biology students. Since most repressors do not form stable interactions with RNA Pols (although this is not meant to be a dogmatic statement), I will not discuss them further in this post.</span><br />
<span style="font-family: "verdana" , sans-serif;"><br /></span><a href="https://upload.wikimedia.org/wikipedia/commons/thumb/3/38/PDB_1pv4_EBI.jpg/220px-PDB_1pv4_EBI.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" src="https://upload.wikimedia.org/wikipedia/commons/thumb/3/38/PDB_1pv4_EBI.jpg/220px-PDB_1pv4_EBI.jpg" /></a><span style="font-family: "verdana" , sans-serif;"><b>Termination factor</b> </span><b style="font-family: "courier new", courier, monospace; font-size: 18.6667px;">ρ</b><span style="font-family: "verdana" , sans-serif;"> , which is shown on the right, is responsible for terminating RNA Pol mediated transcription, but once again </span><b style="font-family: "courier new", courier, monospace; font-size: 18.6667px;">ρ </b><span style="font-family: "verdana" , sans-serif;">acts like a classical repressor in recognising a specific </span><span style="font-family: "verdana" , sans-serif;">RNA termination sequence of around 70 nucleotides, signalling the end of the road for RNA Pol: the </span><b style="font-family: "courier new", courier, monospace; font-size: 18.6667px;">ρ</b><span style="font-family: "verdana" , sans-serif;"> protein does not form a stable complex with RNA Pol. Bacteria like <i>E.coli</i> invest significant energy in synthesising this hexameric homo-polymeric protein and it is essential for viability in most prokaryotes. In fact the transcription of about half of the genes in <i>E.coli</i> are terminated via </span><b style="font-family: "courier new", courier, monospace; font-size: 18.6667px;">ρ</b><span style="font-family: "verdana" , sans-serif;"> while the remainder are said to be </span><b style="font-family: "courier new", courier, monospace; font-size: 18.6667px;">ρ-</b><span style="font-family: "verdana" , sans-serif;">independent, or alyternatively utilise the proteins </span><b style="font-family: "courier new", courier, monospace; font-size: 18.6667px;">τ </b><span style="font-family: "verdana" , sans-serif;">or <i>nusA</i>. </span><br />
<span style="font-family: "verdana" , sans-serif;"><br /></span><span style="font-family: "verdana" , sans-serif; font-weight: bold;">The </span><span style="font-family: "courier new" , "courier" , monospace; font-size: 18.6667px; font-weight: bold;">ω </span><b><span style="font-family: "verdana" , sans-serif;">and </span></b><b style="font-family: "courier new", courier, monospace; font-size: 18.6667px;">δ </b><span style="font-family: "verdana" , sans-serif;"><b>factors. </b></span><span style="font-family: "verdana" , sans-serif;">These </span><span style="font-family: "verdana" , sans-serif;">are both <i>bona fide</i> components of the RNA Pol holoenzyme. </span><span style="font-family: "courier new" , "courier" , monospace; font-size: 18.6667px; font-weight: bold;">ω</span><span style="font-family: "courier new" , "courier" , monospace; font-size: 18.6667px; font-weight: bold;"> </span><span style="font-family: "verdana" , sans-serif;">seems to be involved in chaperoning and stabilising the interactions of the </span><b style="font-family: "Courier New", Courier, monospace; font-size: 18.6667px;">β'</b><span style="font-family: "verdana" , sans-serif;"> subunit. U</span><span style="font-family: "verdana" , sans-serif;">nlike </span><b style="font-family: "courier new", courier, monospace; font-size: 18.6667px;">ρ </b><span style="font-family: "verdana" , sans-serif;">i</span><span style="font-family: "verdana" , sans-serif;">t is dispensable, </span><span style="font-family: "verdana" , sans-serif;">in that </span><span style="font-family: "courier new" , "courier" , monospace; font-size: 18.6667px; font-weight: bold;">ω </span><span style="font-family: "verdana" , sans-serif;">knockouts survive; but it does seem to improve the net efficiency of transcription: I expect growth rates in </span><span style="font-family: "courier new" , "courier" , monospace; font-size: 18.6667px; font-weight: bold;">ω </span><span style="font-family: "verdana" , sans-serif;">knockouts are lower than wild-type strains. </span><b style="font-family: "courier new", courier, monospace; font-size: 18.6667px;">δ</b><span style="font-family: "verdana" , sans-serif;"><b> </b>is also formally enshrined in the RNA Pol holoenzyme, and like </span><span style="font-family: "courier new" , "courier" , monospace; font-size: 18.6667px; font-weight: bold;">ω, </span><span style="font-family: "verdana" , sans-serif;">the gene encoding this not factor is not essential, but its removal from a genome, does give rise to some strange morphological changes in growing cells (abnormal elongation in particular). A complete understanding of the roles of these two factors in transcription remains to be elucidated, but both primary structures are highly conserved amongst prokaryotes and a number of groups are currently looking at the functions of these accessory factors during infections in pathogenic bacteria.</span><br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgaDURib_j_kmTNgFBH-D9OgJ-LQ4nhYTNh4eJbXcv9L6z-_ceB4BITsgozGQrq0gYbVSq-o8plzby7p2_0ePQ7ehhQkjwTpgUROJxFUcZSQg2N5dlnP6JHrCiHa04lQGuTpmbEY_xGOPoZ/s1600/sox.png" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="381" data-original-width="525" height="145" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgaDURib_j_kmTNgFBH-D9OgJ-LQ4nhYTNh4eJbXcv9L6z-_ceB4BITsgozGQrq0gYbVSq-o8plzby7p2_0ePQ7ehhQkjwTpgUROJxFUcZSQg2N5dlnP6JHrCiHa04lQGuTpmbEY_xGOPoZ/s200/sox.png" width="200" /></a></div>
<span style="font-family: "verdana" , sans-serif;"><br /></span><span style="font-family: "verdana" , sans-serif;">I want to close with a mention of a growing number of regulators of transcription that seem to modulate transcription and bind to DNA, or indirectly via <b style="font-family: "Courier New", Courier, monospace; font-size: 18.6667px;">σ </b>factors, and thereby RNA Pol transcription through a redox signal mediated by an iron-sulphur (Fe-S) cluster, buried in the heart of the protein, or sometimes in a flexible subdomain. One such regulator is SoxR </span><span style="font-family: "verdana" , sans-serif;">(containing an 2Fe-2S cluster, shown in red-yellow on the LHS). I think you can see how the distortion of DNA might be induced by SoxR and this can modulate transcription initiation. Environmental signals such as reactive oxygen species and NO, trigger gene expression events that ultimately lead to the elaboration of processes that defend the cell against this metabolic challenge. The <i>wbl </i>proteins are a class of gene regulators </span><span style="font-family: "verdana" , sans-serif;">(originally identified in </span><i style="font-family: verdana, sans-serif;">Streptomyces</i><span style="font-family: "verdana" , sans-serif;"> strains), but which are also found amongst the </span><i style="font-family: verdana, sans-serif;">Mycobacteria (</i><span style="font-family: "verdana" , sans-serif;">think TB</span><i style="font-family: verdana, sans-serif;">). </i><span style="font-family: "verdana" , sans-serif;">The main reason for including them is however</span><span style="font-family: "verdana" , sans-serif;"> that they have become a major area of interest of one of my colleagues at Sheffield, Professor Jeff Green. And because I really like the story emerging from his lab (see a review <a href="https://www.ncbi.nlm.nih.gov/pmc/articles/PMC4601167/">here </a>), that connects redox sensing and the control of gene expression, which may have wider implications for a number of prokaryotes and may possibly modulate the mode of action of some antibiotics. </span><br />
<span style="font-family: "verdana" , sans-serif;"><br /></span><span style="font-family: "verdana" , sans-serif;">In summary, the extraordinary focal point for gene regulation is RNA Pol in bacteria and we are learning every day about the plethora of polypeptides and RNAs that influence its activity. I hope this has given you a flavour of the structure and function of this area of Molecular Biology. At some point, when I am brave enough, I'll look at the eukaryotic RNA Pols!</span></div>
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Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-2636689120000745345.post-61270291803109425702017-06-28T08:24:00.000+01:002017-06-28T08:24:00.119+01:00Luciferase versus GFP: A lighthearted molecule for July<div dir="ltr" style="text-align: left;" trbidi="on">
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<a href="http://cdn2.hubspot.net/hub/309276/file-1163414901-jpg/Blog_Images/Green_Builder_Staff/firefly-pics2.jpg" imageanchor="1" style="clear: left; display: inline !important; float: left; margin-bottom: 1em; margin-right: 1em;"><img alt="Related image" border="0" height="143" src="https://cdn2.hubspot.net/hub/309276/file-1163414901-jpg/Blog_Images/Green_Builder_Staff/firefly-pics2.jpg" width="200" /></a><span style="font-family: "verdana" , sans-serif;">The summer brings out the best in most of us (purely based on the evidence of the greater number of smiling people on the platform when I catch the train!). So, I thought about choosing a molecule that reflected this mood. I could have looked amongst the proteins that are the targets of psychotic drugs, or I could have gone for sunlight capturing molecules involved in photosynthesis. In January of 2016, I discussed a number of photo-activated proteins after a thrilling seminar from the Biochemist Tomas Carrel. See <a href="http://undergradtutorialblog.blogspot.com/2016/01/molecule-of-month-january-2016-making.html">here</a>. This month I have chosen the enzyme luciferase, a key element in the generation of light in insects such as the glow worm and the fire fly (<i>Photinus pylaris</i>). I hope you agree that these creatures (notwithstanding the general unpopularity of most insects), make most people smile!</span><br />
<span style="font-family: "verdana" , sans-serif;"><br /></span><a 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" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img alt="Image result for lucifer painting" border="0" height="200" 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" width="175" /></a><span style="font-family: "verdana" , sans-serif;">The name luciferase, has its origins </span><span style="font-family: "verdana" , sans-serif;">in the Latin for "bringer of light" (</span><span style="font-family: "verdana" , sans-serif;">think </span><i style="font-family: Verdana, sans-serif;">lucid </i><span style="font-family: "verdana" , sans-serif;">or </span><i style="font-family: Verdana, sans-serif;">elucidate</i><span style="font-family: "verdana" , sans-serif;">). You might be familiar with the </span><span style="font-family: "verdana" , sans-serif;">Biblical archangel Lucifer, who defied God, and </span><span style="font-family: "verdana" , sans-serif;">went on to establish an alternative post-mortem retreat for those of a slightly unorthodox disposition. As Mark Twain (or J.M. Barrie?) famously commented: <i>I'd choose Heaven for the climate and Hell for the company</i>! I assume Lucifer lit up the general conversation in Hades? Alternatively, if you have read any Charles Dickens or Arthur Conan Doyle, you will know that the "nickname" for a match was a "<i>lucifer</i>". Let's now have a look how luciferase generates light and how the properties of the enzyme have been incorporated into a biological detection technology that is used both in a discovery and diagnostics mode. </span><span style="background-color: white; color: #222222; font-family: "verdana" , sans-serif;">The reaction, catalysed by all luciferases is as follows.</span><br />
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<span style="font-family: Courier New, Courier, monospace; font-size: small;"><span style="font-family: "verdana" , sans-serif; font-size: x-small;">luciferin</span><span style="color: #222222; font-family: "verdana" , sans-serif; font-size: x-small; text-align: center;"> + </span><a href="https://en.wikipedia.org/wiki/Adenosine_triphosphate" style="background: none; color: #0b0080;" title="Adenosine triphosphate">ATP</a><span style="color: #222222; font-family: "verdana" , sans-serif; font-size: x-small; text-align: center;"> → </span><a class="new" href="https://en.wikipedia.org/w/index.php?title=Luciferyl_adenylate&action=edit&redlink=1" style="background: none; color: #a55858;" title="Luciferyl adenylate (page does not exist)">luciferyl adenylate</a><span style="color: #222222; font-family: "verdana" , sans-serif; font-size: x-small; text-align: center;"> + </span><a href="https://en.wikipedia.org/wiki/Pyrophosphate" style="background: none; color: #0b0080;" title="Pyrophosphate"><span style="color: #0b0080;"><span style="background-attachment: initial; background-clip: initial; background-image: none; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial;">PP</span></span><sub style="background: none; line-height: 1;">i</sub></a></span></div>
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<span style="font-family: Courier New, Courier, monospace;">luciferyl adenylate + O<sub style="color: #222222; line-height: 1;">2</sub><span style="color: #222222; text-align: center;"> → </span><a class="mw-redirect" href="https://en.wikipedia.org/wiki/Oxyluciferin" style="background: none; color: #0b0080;" title="Oxyluciferin">oxyluciferin</a><span style="color: #222222; text-align: center;"> + </span><a href="https://en.wikipedia.org/wiki/Adenosine_monophosphate" style="background: none; color: #0b0080;" title="Adenosine monophosphate">AMP</a><span style="color: #222222; text-align: center;"> + light</span></span></div>
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<span style="font-family: sans-serif; font-size: 14px;"><sup class="reference" id="cite_ref-9" style="font-size: 11.2px; line-height: 1; unicode-bidi: isolate; white-space: nowrap;"></sup></span></h3>
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<span style="font-family: "verdana" , sans-serif;"><span style="color: #222222;">Light is produced because the reaction forms oxyluciferin in an electronically </span>excited state<span style="color: #222222;">. The reaction releases a photon of light as oxyluciferin returns to the </span><i>ground state</i> (in this case, the "quantum mechanical" state of a system having the lowest possible potential energy. The expression is also used in Biochemistry to define the lowest free energy state of substrate(s) in an enzyme catalysed reaction, usually with respect to the transition state and the products of the reaction).</span><span style="font-family: "verdana" , sans-serif; font-weight: bold;"><span style="font-weight: normal;"> </span></span><span style="font-family: "verdana" , sans-serif;">Firefly luciferase generates light from luciferin in a multistep process. First, D-luciferin is adenylated by ATP to form luciferyl adenylate and pyrophosphate. Following this "activation" by ATP, luciferyl adenylate is oxidized by molecular oxygen to form a dioxetanone ring. A decarboxylation reaction yields the excited state of oxyluciferin, which tautomerizes between the keto-enol form (at a given pH and temperature, all carbonyls have a tendency to shift between these two forms: you can read more <a href="https://chem.libretexts.org/Textbook_Maps/Organic_Chemistry_Textbook_Maps/Map%3A_Organic_Chemistry_with_a_Biological_Emphasis_(Soderberg)/13%3A_Reactions_with_stabilized_carbanion_intermediates_I/13.1%3A_Tautomers">here</a>). The reaction finally emits light as oxyluciferin returns to the ground state. [I shall return to the important topic of "excitation" of molecules and its importance in Biological systems in a separate post.]</span><br />
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<span style="font-family: "verdana" , sans-serif;">This is quite a complicated phenomenon without a background in undergraduate Biochemistry, Chemistry or Biophysics, so don't worry if it leaves you a little baffled. Think of the dyes that colour your clothes, or a bright blue copper sulphate solution. It is sometimes possible to re-organise electrons in a molecule in response to visible and uv light. This can result in a portion of the visible spectrum being removed by the molecule, which results in a very specific colour of a solution of the molecule. The process involves light energy in the form of photons, re-organising specific electrons in the molecule, followed by their return to the "unexcited" state which can be accompanied by the emission of a colour change, a fluorescence emission or phosphorescence. There are specific "pathways" that are described in quantum mechanics that account for these phenomena and why different molecules choose one over the other, or none at all! I shall attempt to write a post on these important phenomena in the near future, since they are particularly important in the mechanism of photosynthesis.</span><br />
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<span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;">The protein molecule (shown left from a dinoflagellate) comprises two major structural units. The blue (mainly) beta barrel sits beneath the alpha-helical arrangement, with the adenylate and the chromophore positioned at the junction of the two domains. On binding the reactants the domains come together to exclude water, which increases the half life of the "excited" state of the oxyluciferin. The details vary a little from species to species and this leads to a variation in the wavelength of the emitted light. </span>One mechanism proposes that the colour of the emitted light depends on whether the product is in the keto or enol form. The mechanism suggests that red light is emitted from the keto form of oxyluciferin, while green light is emitted from the enol form of oxyluciferin. This is not proven, but the logic relates to the well established connection between resonance structures and the energetics of absorption of light in the visible and uv spectrum. There are some other ideas, but even though a consensus hasn't yet been reached, all mechanisms will probably connect the local (molecular) environment with the stabilisation of the excited state (see below RHS).</span></div>
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<a href="http://photobiology.info/Lee-Vysotski_files/lee_fig19.png" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" src="http://photobiology.info/Lee-Vysotski_files/lee_fig19.png" height="170" width="200" /></a><span style="font-family: "verdana" , sans-serif;">You may wish to compare the properties of luciferases with naturally </span><span style="font-family: "verdana" , sans-serif;">fluorescent</span><span style="font-family: "verdana" , sans-serif;"> proteins such as the Green Fluorescent Protein (GFP for short). Can you think of the biological advantages for an organism emitting light? Maybe a useful exercise is to compare and contrast the applications of these enzymes in contemporary experimental molecular cell biology? Can you find glow worms and fireflies in the UK? Take a look at </span><a href="http://www.glowworms.org.uk/" style="font-family: Verdana, sans-serif;">the survey</a><span style="font-family: "verdana" , sans-serif;">.</span><br />
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<span style="font-family: "verdana" , sans-serif;"><b>Key points from the Blog.</b> There are naturally occurring proteins (and small molecules) that have fascinating optical properties. Such properties are sometimes related to their requirement for energy to drive unfavourable reactions (DNA repair, photosynthetic electron transfer). In some cases, the natural glow of a fire-fly or the bright fluorescence of marine organisms has evolved for reasons that are not entirely understood. However, such beautiful natural phenomena attract Biochemists and they can lead to technologies that unlock hidden secrets in the behaviour of cells. Luciferases are used in a wide range of diagnostic and research methods, and I hope you agree with me that they are incredible molecules, however I think GFP currently holds the prize as the most important optical probe in contemporary biology.</span></div>
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Unknownnoreply@blogger.com1tag:blogger.com,1999:blog-2636689120000745345.post-42942021621390789462017-06-06T07:52:00.002+01:002017-06-06T07:52:26.258+01:00Fighting back! Vancomycin (plus) my molecule for June<div dir="ltr" style="text-align: left;" trbidi="on">
<span style="font-family: "verdana" , sans-serif;">This month I decided to wait for the release of a paper that the press announced as an example of <a href="https://www.theguardian.com/society/2017/may/29/modified-antibiotic-brings-fresh-hope-to-battle-against-drug-resistance">magic</a>! Since all magic can be explained by science, and therefore science is not magic; I thought it would be appropriate to set the record straight. <a href="http://www.scripps.edu/boger/">Dale Boger's group</a> at The Scripps Institute in California published a series of chemical modifications to the "last resort" antibiotic vancomycin that impact not only on its potency, but also look to have made significant inroads to reducing the emergence of "resistance". The excellent final figure in their recent publication in <a href="http://www.pnas.org/content/early/2017/05/23/1704125114.abstract">Proceedings of the National Academy of Science</a>s </span><span style="font-family: "verdana" , sans-serif;">is shown below. It reveals the complexity of the molecule and it identifies the chemical groups associated with its antibiotic properties. But first let me provide some background to vancomycin. </span><br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhdp6rLb_5HM3jhTWGGiJMqA0MOaaWbwqz4k_zT4q4Ma6XcQaqbbdVoM3hESAr3uiUoPFUUqh6UQ50OmojbD7zrAK3lFpn7WBz2vvZDa_qouqivsEOxFi1v3-q5woE3OAz7PnH5wVtClIqW/s1600/vancomycin+Boger+lab.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="885" data-original-width="1270" height="276" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhdp6rLb_5HM3jhTWGGiJMqA0MOaaWbwqz4k_zT4q4Ma6XcQaqbbdVoM3hESAr3uiUoPFUUqh6UQ50OmojbD7zrAK3lFpn7WBz2vvZDa_qouqivsEOxFi1v3-q5woE3OAz7PnH5wVtClIqW/s400/vancomycin+Boger+lab.jpg" width="400" /></a></div>
<span style="font-family: "verdana" , sans-serif;"><br /></span><span style="font-family: "verdana" , sans-serif;">Vancomycin was discovered in the same year that Watson and Crick discovered the double helical nature of DNA (1953), around 24 years after Fleming published the discovery of Penicillin. By 1953, resistance to penicillin treatment had become a real clinical issue, particularly in <i>Staphylococcus aureus</i> (recall MRSA). With the discovery of vancomycin (the vanquisher!), it looked like an alternative treatment for resistant strains was now in sight. In fact the drug was fast-tracked into hospitals and was in use just five years after its discovery.</span><br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgEkTN5SX5xNzPkg_HxzhPYv3u6ddypU-Ck-bCeL9EezxSU-j3f-8KCkSJEfUPLpMjq49cm_yxLuOOlZGh3WWf6BnzbMNPJinHjtrLTXhoZkqouISc8dTZRVlqRnZ-8cI5LPqbmDo-alyrn/s1600/bugs+vanc.png" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="284" data-original-width="401" height="141" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgEkTN5SX5xNzPkg_HxzhPYv3u6ddypU-Ck-bCeL9EezxSU-j3f-8KCkSJEfUPLpMjq49cm_yxLuOOlZGh3WWf6BnzbMNPJinHjtrLTXhoZkqouISc8dTZRVlqRnZ-8cI5LPqbmDo-alyrn/s200/bugs+vanc.png" width="200" /></a><span style="font-family: "verdana" , sans-serif;">Vancomycin is a naturally occurring heptapeptide, originally isolated from the organism <i>Amycolatopsis orientalis</i>, which was originally identified by the Harvard trained organic chemist, Edmund Kornfeld at Eli Lilly</span><span style="font-family: "verdana" , sans-serif;">, working with soil samples collected from the jungles of Borneo by missionary workers! We now know that this seven amino acid peptide is synthesised by non-ribosomal protein synthesis (NRPS), after which it is chemically modified in a a complex series of secondary metabolism steps. the aromatic rings are a combination of modified phenyl-glycine and tyrosine which are chlorinated and glycosylated. The sequence of amino acids is </span><br />
<span style="font-family: "verdana" , sans-serif;"><br /></span><span style="font-family: "verdana" , sans-serif;">(1) Leucine (2) Tyrosine (modified by hydroxylation) (3) Asparagine (4) G</span><span style="font-family: "verdana" , sans-serif;">lycine (modified by phenyl-hydroxylation) (5) G</span><span style="font-family: "verdana" , sans-serif;">lycine </span><span style="font-family: verdana, sans-serif;">(modified by phenyl-hydroxylation) </span><span style="font-family: "verdana" , sans-serif;">(6) </span><span style="font-family: "verdana" , sans-serif;">Tyrosine (modified by hydroxylation) (7) G</span><span style="font-family: "verdana" , sans-serif;">lycine (modified by addition of dihyxdroxylated benzene)</span><br />
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<span style="font-family: "verdana" , sans-serif;">starting from the bottom RH corner and proceeding clockwise in the structural diagram at the top.</span><br />
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<span style="font-family: verdana, sans-serif;">As you might imagine, this is too short a sequence to be synthesised as heptameric units on the ribosome (what is the shortest polypeptide to be synthesised in a mature form via the ribosome? and what are the constraints on chain length?). The role of vancomycin, a complex secondary metabolite in the physiology of </span><i style="font-family: verdana, sans-serif;">Amycolatopsis orientalis, </i><span style="font-family: verdana, sans-serif;">as with other antibiotics is presumably to serve as a defence against bacterial threats to its survival, but it also reveals that complex carbohydrates etc can be introduced into microbial polypeptide chains in a way that we usually associate with proteins in much more elevated species. The 7 modules of vancomycin (centred on each amino acid) are generated and "finalised" for function by a set enzymes that utilise ATP to provide the necessary energy through an adenylate intermediate. You can read more <a href="https://en.wikipedia.org/wiki/Vancomycin#Biosynthesis">here </a>about these enzymes and their genes. </span><br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgi6kTCVTfY7zM9mB9px_W-60KxRZnaOP9O9Ul25oBYZ6poF9G9x-l6KEE7BvR5SSiTeN40t36HlbJKENwSka2OP2prmAWUaHT0NtLpKGrbJKyuKZPoqw5kzwoMXtHcFqIz9BPlMzB6xSOz/s1600/vanc+plate.png" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" data-original-height="477" data-original-width="637" height="149" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgi6kTCVTfY7zM9mB9px_W-60KxRZnaOP9O9Ul25oBYZ6poF9G9x-l6KEE7BvR5SSiTeN40t36HlbJKENwSka2OP2prmAWUaHT0NtLpKGrbJKyuKZPoqw5kzwoMXtHcFqIz9BPlMzB6xSOz/s200/vanc+plate.png" width="200" /></a><span style="font-family: verdana, sans-serif;">In my mind there are always three main questions that need addressing when </span><span style="font-family: verdana, sans-serif;">trying to rationalise the mode of action of antibiotics. The first is pretty well understood and relates to the target (or targets). The second is less clear, and that is an understanding of the mechanism of killing versus growth arrest. The third question relates to the likelihood and mechanism of resistance. In the case of vancomycin and its synthetic derivatives, it would appear that there are three targets. The biosynthesis of the bacterial cell wall is essential for the normal growth of most bacteria. Vancomycin is a bivalent inhibitor of this process, interfering with two distinct enzymatic steps (shown in blue at 6 0'clock and 12 o'clock in the diagram). In addition, the positively charged moiety (bottom LHS) is thought to disrupt the cell membrane. The combination of these three weapons not only reduces the minimal inhibitory concentration (MIC) of vancomycin, but it also massively reduces the emergence of resistance in the target organism. So the Boger group have made significant progress in taking a natural product and improving it, in the great traditions of natural product chemistry and contemporary organic synthesis. It is now up to the molecular biologists to provide the explanations relating to cell death and ultimately the mechanisms of resistance, which will be when and not if!</span></div>
Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-2636689120000745345.post-87606479319099606432017-05-08T16:50:00.003+01:002017-05-08T16:50:45.061+01:00Molecule of the Month of May 2017: Adhirons<div dir="ltr" style="text-align: left;" trbidi="on">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiHcMu8uexddPUZegkCWgUiQKl8z0_4ikVfL2sJX1DeNdNALAnvw1YbYEHK1lV8GLatSJfONNtYUzz2PgLmbFqGXqM3UcbWfa-KnhuoLOt2A5KkW-EOBrbtXtrO0P-nehAD5IACeAO4FIdR/s1600/adhiron.png" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="200" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiHcMu8uexddPUZegkCWgUiQKl8z0_4ikVfL2sJX1DeNdNALAnvw1YbYEHK1lV8GLatSJfONNtYUzz2PgLmbFqGXqM3UcbWfa-KnhuoLOt2A5KkW-EOBrbtXtrO0P-nehAD5IACeAO4FIdR/s200/adhiron.png" width="200" /></a><span style="font-family: "verdana" , sans-serif;">As usual, I had a molecule almost ready to go, until I started reading an interesting thesis from one of (Professor) Mike McPherson's research group at the University of Leeds. Without disclosing any secrets, the thesis centred around a class of molecules called adhirons (see the left hand image from the Leeds group <a href="http://www.rcsb.org/pdb/explore.do?structureId=4N6U">RCSB PDB</a>). I thought I would put my reading to good use and share my enthusiasm for these remarkable polypeptides. On the one hand they offer an excellent opportunity to challenge the primacy of antibodies in high affinity, selective protein binding, but they also offer considerable insight into the evolutionary relationships between primary structure and the "encoded" tertiary interactions between protein surfaces. And as you know, it is the network of protein:protein interactions that expands the functionality of many eukaryotic genomes. Since "Molecule of the Month" aims to introduce you to a mixture of "<a href="http://www.phrases.org.uk/meanings/old-chestnut.html">Old Chestnuts</a>" and "<a href="http://www.phrases.org.uk/meanings/young-turk.html">Young Turks</a>", I also try to select molecules for the lessons they can teach about the relationship between protein structure and function in an evolutionary context.</span><br />
<span style="font-family: "verdana" , sans-serif;"><br /></span><span style="font-family: "verdana" , sans-serif;"><i>Adhirons </i>and <i>antibodies </i>have some things in common and some significant differences. I have written about <a href="http://utcinnovationlabs.blogspot.co.uk/2014/02/molecule-of-month-january-2013.html">IgG before</a>, and rather than give details, I shall cite their general properties for comparative purposes here, since antibodies form a major part of any Biology curriculum in High School and above. The first point to make is that Adhirons are not found in Nature. However, they are molecules that have been considerably "informed" by Nature. They are derivatives of a group of protease inhibitors referred to as statins (<i>but not the cardiovascular drugs</i>), a class of cysteine protease inhibitors which are related to the stefins, studied in Sheffield in (Professor) <a href="https://www.sheffield.ac.uk/mbb/staff/jonwaltho/jonwaltho#tab01">Jon Waltho</a>'s structural biology group in the 1990s. The development of NMR for the determination of protein structure has been helped significantly by the existence in Nature of polypeptides of less than 100 amino acids (low molecular weight) that exist to keep hydrolytic enzymes, including proteases, nucleases and amylases in check. Such proteins (Tendamistat, Bovine Pancreatic Trypsin Inhibitor and Statins etc.) proved to be workhorses for method development and helped interpretation of the complex spectra derived from sophisticated NMR experiments. You can read </span><span style="font-family: "verdana" , sans-serif;">Nobel laureate, Kurt Wüthrich's overview of the development of NMR in structural biology <a href="http://www.nature.com/nsmb/journal/v8/n11/full/nsb1101-923.html">here</a>.</span><br />
<span style="font-family: "verdana" , sans-serif;"><br /></span><span style="font-family: "verdana" , sans-serif;">The adhiron used in Mike's group is derived from a plant statin family called the phytostatins. It was selected for its simplicity (no awkward post-translational modifications), and its intrinsic physical properties. It is stable at elevated temperatures (around 100 degrees C), it is extremely soluble (hundred of mg/ml solutions are not uncommon: many proteins drop out of solution above concentrations of 1mg/ml!), it has no sensitive disulphide bonds (which can lead to redox problems in use) and it is relatively low in molecular weight and monomeric, which means every application becomes simplified and that much more cost-effective. You can read more about the background to the development of adhirons <a href="https://www.ncbi.nlm.nih.gov/pmc/articles/PMC4000234/">here</a>.</span><br />
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" 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" /></a><span style="font-family: "verdana" , sans-serif;">Let me compare adhirons to antibodies in respect of their general structure and properties. Both molecules comprise two elements: a variable region (not really a domain) and a constant domain. In IgG, the constant domain (Fc) provides the scaffolding, or support structure, upon which the variable (Fv) domains (they are paired, in most antibodies, which gives them their bivalent binding property) sit, comfortably awaiting the "arrival" of a complementary antigen. This structure is usually represented as a Y shape: the V is the variable region and the tail is the constant region, which interacts with other proteins (such as Fc receptors). In adhirons, the scaffold function is provided by the regular secondary structure elements beta sheets and an alpha helix. And as with the Fv region in IgGs, the selective binding function is found on a series of "loops". Time for a little diversion to explain the paradox between Emil Fischer's elegant "lock and key" model and the use of "loops" in high affinity (sub-nanomolar) recognition between proteins (the figure above shows a benzene ring in the active site of an imaginary enzyme....or a nut in a spanner!).</span><br />
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<a 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" 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" /></a><span style="font-family: "verdana" , sans-serif;">When two perfectly complementary, rigid bodies come together, they first make a good "fit". This is the equivalent of placing the correct "spanner" on a "nut" (as shown above LHS), or a "Philips" screw driver into a suitable screw (such screws were invented by Henry F. Phillips over 80 years ago in Oregon and remain the most popular today). However, the nice fit must be stabilised in order for the interaction to be "productive". So the plumber or carpenter must push the screwdriver into the screw head or hold the spanner perpendicular to the nut (usually) before applying the force needed to turn both. This is the lock and key approach. As an amateur craftsman I have in my toolbox fixed width spanners and a selection of screwdrivers to match the screw sizes. I also have an adjustable spanner (above, RHS), to deal with the fact that sometimes, there are nuts that vary in diameter. The adjustable spanner has a mechanism for "fine tuning" the width of the spanner to fit a selection of nuts. This is an induced fit spanner! The latter "design" of spanner allows for an "evolutionary" change in the diameter of the nut, or it could be the availability of lactose versus glucose in the case of an enzyme. Sometimes we encode an enzyme for every substrate and sometimes we have enzymes that can accommodate substrates of varying dimensions. I am thinking here of short, medium and long chain <a href="https://en.wikipedia.org/wiki/Acyl_CoA_dehydrogenase">acyl CoA dehydrogenases</a>, for example.</span><br />
<br />
<span style="font-family: "verdana" , sans-serif;">It is less intuitive, to appreciate how two flexible surfaces can unite and organise rigidly (which is what enzyme active sites have to do most of the time). But think of a mixture of oil and water: although the two liquids are "mobile"; the interface is very sharp. Or think of pushing your hand into a soft glove. The other way I think of this challenging phenomenon is to consider protein folding during translation. As a polypeptide chain emerges from the ribosome it must find and adopt its tertiary structure pretty quickly (life and death is less than 30 minutes in <i>E.coli</i>!). So a disordered region, meeting a ligand or another protein surface will harness the forces of entropy and enthalpy in the same way as the folding polypeptdide. The role of the scaffold in antibodies and adhirons, serves to facilitate this: and experimental observations have shown that this strategy is really successful in other settings, including RNA binding and sequence-specific DNA recognition. It is this approach to molecular recognition that is adopted by adhirons. And this is translated into dissociation constants between adhirons and their targets that are often in the tens of picomolar range. [As a rule of thumb, you can estimate a dissociation constant (recall lower the molarity, the higher the affinity) from the average physiological concentration of the ligand: substrates for enzymes have Kds of a few mM, coenzymes are found at tens of micromolar and individual proteins and nucleic acids have Kds in the nM range)].</span><br />
<span style="font-family: "verdana" , sans-serif;"><br /></span><a href="http://2015.igem.org/wiki/images/3/37/SDU2015_PeptideAptamerWhite.png" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="200" src="https://2015.igem.org/wiki/images/3/37/SDU2015_PeptideAptamerWhite.png" width="173" /></a><span style="font-family: "verdana" , sans-serif;">The variation in antibody specificity arises owing to the expression of a diverse set of variable regions that are linked to the constant domain (I wont discuss the mechanism here, but it is something you should read about). Adhirons can be generated <i>in vitro</i> that will specifically bind to many biological targets (although I expect not all with the same affinity), by randomising the loop regions that form the "spanner in the works" as statins block cysteine proteases. This can be achieved experimentally using an error prone DNA polymerase or some form of synthetic DNA, localised gene replacement method. The "library" of mutants can then be used to screen the target: a favourite technique for this is known as phage display, and you can read the details <a href="https://en.wikipedia.org/wiki/Phage_display">here</a>. In this way, high affinity, highly selective adhirons can be generated to recognise target molecules with all of the advantages of a monoclonal antibody, but at a much lower cost (in view of the relatively simple methodology). The combination of a flexible interaction surface supported by a stable and relatively invariant scaffold domain in proteins, represents an interesting evolutionary concept that Nature has exploited on several occasions. </span><span style="font-family: "verdana" , sans-serif;">(One such scaffold and loop structure is shown top left, which is part of the structure of thioredoxin, a widely distributed redox protein: the loop regions is shown in blue). </span><span style="font-family: "verdana" , sans-serif;">Adhirons are not in the mainstream of molecular recognition reagents just yet, and the technologies for detection etc. that have grown up around antibodies are certainly not about to become obsolete, but these molecules certainly seem to me to offer some very significant opportunities for research and diagnostics in the future.</span><br />
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<b><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;">S<span style="font-family: "verdana" , sans-serif;">ummary <span style="font-family: "verdana" , sans-serif;">of Key Points</span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></b><br />
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style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;">First of all, I have picked a group 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style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;">derived by exposing a natu<span style="font-family: "verdana" , 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style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"> occurring <span style="font-family: "verdana" , sans-serif;">protease inhibitor to mutation <i>in vitro</i>.<span style="font-family: "verdana" , sans-serif;"> This results in a "library" of small proteins that are able to make very strong interactions with the target molecule. This feature is very similar to the highly specific recognition associated with antibodies. Since adhirons possess a set of small polypeptide loops (i.e. they show no rigid structure in solution), through which they make very strong interactions with other proteins, it is perhaps surprising that such flexible structures are so good at making these interactions. Adhirons, like antibodies comprise a stable scaffold upon which a set of flexible loops can specify strong intermolecular recognition. In fact we are beginning to appreciate that the strong interactions that stabilise substrates in the active sites of proteins seem to be less rigid (i.e. less lock and key and more induced fit), than we anticipated. Finally, this arrangement of molecules and cells with one part changing and one part constant seems to have been used on a number of occasions in Biology. The changeable region brings diversity of function and the constant region brings economy of function. Perhaps this could be discussed in class?</span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></div>
Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-2636689120000745345.post-18587503899117311842017-04-03T16:23:00.000+01:002017-04-03T21:30:57.421+01:00From Cumbria to California<div dir="ltr" style="text-align: left;" trbidi="on">
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Continue 5"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Message Header"/>
<w:LsdException Locked="false" Priority="11" QFormat="true" Name="Subtitle"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Salutation"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Date"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text First Indent"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text First Indent 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Note Heading"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text Indent 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text Indent 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Block Text"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Hyperlink"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="FollowedHyperlink"/>
<w:LsdException Locked="false" Priority="22" QFormat="true" Name="Strong"/>
<w:LsdException Locked="false" Priority="20" QFormat="true" Name="Emphasis"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Document Map"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Plain Text"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="E-mail Signature"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Top of Form"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Bottom of Form"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Normal (Web)"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Acronym"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Address"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Cite"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Code"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Definition"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Keyboard"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Preformatted"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Sample"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Typewriter"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Variable"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Normal Table"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="annotation subject"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="No List"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Outline List 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Outline List 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Outline List 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Simple 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Simple 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Simple 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Classic 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Classic 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Classic 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Classic 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Colorful 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Colorful 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Colorful 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 5"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 5"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 6"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 7"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 8"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 5"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 6"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 7"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 8"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table 3D effects 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table 3D effects 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table 3D effects 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Contemporary"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Elegant"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Professional"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Subtle 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Subtle 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Web 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Web 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Web 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Balloon Text"/>
<w:LsdException Locked="false" Priority="39" Name="Table Grid"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Theme"/>
<w:LsdException Locked="false" SemiHidden="true" Name="Placeholder Text"/>
<w:LsdException Locked="false" Priority="1" QFormat="true" Name="No Spacing"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading"/>
<w:LsdException Locked="false" Priority="61" Name="Light List"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 1"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 1"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 1"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 1"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 1"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 1"/>
<w:LsdException Locked="false" SemiHidden="true" Name="Revision"/>
<w:LsdException Locked="false" Priority="34" QFormat="true"
Name="List Paragraph"/>
<w:LsdException Locked="false" Priority="29" QFormat="true" Name="Quote"/>
<w:LsdException Locked="false" Priority="30" QFormat="true"
Name="Intense Quote"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 1"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 1"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 1"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 1"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 1"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 1"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 1"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 1"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 2"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 2"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 2"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 2"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 2"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 2"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 2"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 2"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 2"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 2"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 2"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 2"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 2"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 2"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 3"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 3"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 3"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 3"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 3"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 3"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 3"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 3"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 3"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 3"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 3"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 3"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 3"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 3"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 4"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 4"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 4"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 4"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 4"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 4"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 4"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 4"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 4"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 4"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 4"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 4"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 4"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 4"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 5"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 5"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 5"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 5"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 5"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 5"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 5"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 5"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 5"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 5"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 5"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 5"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 5"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 5"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 6"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 6"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 6"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 6"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 6"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 6"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 6"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 6"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 6"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 6"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 6"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 6"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 6"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 6"/>
<w:LsdException Locked="false" Priority="19" QFormat="true"
Name="Subtle Emphasis"/>
<w:LsdException Locked="false" Priority="21" QFormat="true"
Name="Intense Emphasis"/>
<w:LsdException Locked="false" Priority="31" QFormat="true"
Name="Subtle Reference"/>
<w:LsdException Locked="false" Priority="32" QFormat="true"
Name="Intense Reference"/>
<w:LsdException Locked="false" Priority="33" QFormat="true" Name="Book Title"/>
<w:LsdException Locked="false" Priority="37" SemiHidden="true"
UnhideWhenUsed="true" Name="Bibliography"/>
<w:LsdException Locked="false" Priority="39" SemiHidden="true"
UnhideWhenUsed="true" QFormat="true" Name="TOC Heading"/>
<w:LsdException Locked="false" Priority="41" Name="Plain Table 1"/>
<w:LsdException Locked="false" Priority="42" Name="Plain Table 2"/>
<w:LsdException Locked="false" Priority="43" Name="Plain Table 3"/>
<w:LsdException Locked="false" Priority="44" Name="Plain Table 4"/>
<w:LsdException Locked="false" Priority="45" Name="Plain Table 5"/>
<w:LsdException Locked="false" Priority="40" Name="Grid Table Light"/>
<w:LsdException Locked="false" Priority="46" Name="Grid Table 1 Light"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark"/>
<w:LsdException Locked="false" Priority="51" Name="Grid Table 6 Colorful"/>
<w:LsdException Locked="false" Priority="52" Name="Grid Table 7 Colorful"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 1"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 1"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 1"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 1"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 1"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 1"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 1"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 2"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 2"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 2"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 2"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 2"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 2"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 2"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 3"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 3"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 3"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 3"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 3"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 3"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 3"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 4"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 4"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 4"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 4"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 4"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 4"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 4"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 5"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 5"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 5"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 5"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 5"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 5"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 5"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 6"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 6"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 6"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 6"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 6"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 6"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 6"/>
<w:LsdException Locked="false" Priority="46" Name="List Table 1 Light"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark"/>
<w:LsdException Locked="false" Priority="51" Name="List Table 6 Colorful"/>
<w:LsdException Locked="false" Priority="52" Name="List Table 7 Colorful"/>
<w:LsdException Locked="false" Priority="46"
Name="List Table 1 Light Accent 1"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2 Accent 1"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3 Accent 1"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4 Accent 1"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark Accent 1"/>
<w:LsdException Locked="false" Priority="51"
Name="List Table 6 Colorful Accent 1"/>
<w:LsdException Locked="false" Priority="52"
Name="List Table 7 Colorful Accent 1"/>
<w:LsdException Locked="false" Priority="46"
Name="List Table 1 Light Accent 2"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2 Accent 2"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3 Accent 2"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4 Accent 2"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark Accent 2"/>
<w:LsdException Locked="false" Priority="51"
Name="List Table 6 Colorful Accent 2"/>
<w:LsdException Locked="false" Priority="52"
Name="List Table 7 Colorful Accent 2"/>
<w:LsdException Locked="false" Priority="46"
Name="List Table 1 Light Accent 3"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2 Accent 3"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3 Accent 3"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4 Accent 3"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark Accent 3"/>
<w:LsdException Locked="false" Priority="51"
Name="List Table 6 Colorful Accent 3"/>
<w:LsdException Locked="false" Priority="52"
Name="List Table 7 Colorful Accent 3"/>
<w:LsdException Locked="false" Priority="46"
Name="List Table 1 Light Accent 4"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2 Accent 4"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3 Accent 4"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4 Accent 4"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark Accent 4"/>
<w:LsdException Locked="false" Priority="51"
Name="List Table 6 Colorful Accent 4"/>
<w:LsdException Locked="false" Priority="52"
Name="List Table 7 Colorful Accent 4"/>
<w:LsdException Locked="false" Priority="46"
Name="List Table 1 Light Accent 5"/>
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</xml><![endif]--><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEixfIv1Xwqr33yyUrv_u4M-4LQXy33ZW-Lib3WcQnclJd_66FHzhU6-f0hDnyl0F5WNuNV_hDPsCNQM97SqwLKMfhX2glGmvDP9UriS4luYJ1EymYtE-B5MvjhbVJv7_n1ZnayeUb0EN0o/s1600/burton.png" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="200" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEixfIv1Xwqr33yyUrv_u4M-4LQXy33ZW-Lib3WcQnclJd_66FHzhU6-f0hDnyl0F5WNuNV_hDPsCNQM97SqwLKMfhX2glGmvDP9UriS4luYJ1EymYtE-B5MvjhbVJv7_n1ZnayeUb0EN0o/s200/burton.png" width="145" /></a><span style="color: red;"><span style="font-size: small;"><span style="font-family: "verdana" , sans-serif;">Dennis Burton currently holds the following academic positions. He is Chairman and Professor of the Department of Immunology and Microbiology at the Scripps Research Institute, La Jolla, California; the James and Jessie Minor Chair in Immunology, in the same Department; the Director of the NIH Center for HIV/AIDS Vaccine Immunology and Immunogen Discovery</span></span></span><span style="color: red;"><span style="font-size: small;"><span style="font-family: "verdana" , sans-serif;"> and the Scientific Director of the IAVI Neutralizing Antibody Consortium. He was born in the town of Whitehaven, on the outskirts of the Lake District, Cumberland (now Cumbria), educated at the Universities of Oxford and Lund in Sweden and, before he left the UK, he was a Senior Lecturer at the University of Sheffield, during most of the 1980s. I first met Dennis in 1981, while I was measuring some enzyme reaction rates on "his" spectrophotometer as a young PhD student: he didn't seem to mind, but I hadn't asked! In this Blog post, Dennis has been kind enough to respond to a series of questions ion which I am hoping to give you some insight into the journey that Dennis, like many successful scientists, have travelled. He has also given his own personal views on the traits that he believes are important for a rewarding career in Science. Of course, Dennis has spent 40 years in Science, and the world has changed significantly in many ways. Nevertheless, I believe we can all take something from listening or reading the views of those who have been successful and who continue to strive, in Dennis's case, towards the goal of limiting the tragedy of diseases such as AIDS, working alongside young scientists throughout his career.</span></span></span><br />
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<span style="font-size: small;"><span style="font-family: "verdana" , sans-serif;"><span style="color: red;">The format of the post is one I have used before. I sent Dennis a set of questions after an informal chat and he recorded an interview and sent me the transcript. I will intersperse the commentary with supporting information, to help clarify any of the Science, where appropriate and I will point to references from the literature and the Internet, where I think it may be helpful. There's a lot to get through, so let's begin! <span style="font-family: "verdana" , sans-serif;">[</span>Just for your guidance, m<span style="font-family: "verdana" , sans-serif;">y words are in red and <span style="color: blue;">my questions are in blue</span>: <span style="color: black;">Dennis</span><span style="font-family: "verdana" , sans-serif;"><span style="color: black;">'s </span><span style="font-family: "verdana" , sans-serif;"><span style="color: black;">words are in black;</span><span style="font-family: "verdana" , sans-serif;"> so you can skip mine to get to the important stuff!]</span></span></span></span></span></span></span><br />
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<span style="font-size: small;"><span style="font-family: "verdana" , sans-serif;"><b><span lang="EN-US" style="color: black;"></span><span lang="EN-US"></span></b></span></span>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiWGGU2YClvSiJUUoGhoG0CL7O-O7nNr_M12oZxB0egWMeBqdmCK8rvQdW7xWDPwhIOriF-t3vMDVnbK4zeWvDyA7yVsO9Z-DV46_1JM-0RkOJX9_RC97pcTCabno5XSlPpgVYWGYD6pTU/s1600/windscale.png" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="138" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiWGGU2YClvSiJUUoGhoG0CL7O-O7nNr_M12oZxB0egWMeBqdmCK8rvQdW7xWDPwhIOriF-t3vMDVnbK4zeWvDyA7yVsO9Z-DV46_1JM-0RkOJX9_RC97pcTCabno5XSlPpgVYWGYD6pTU/s200/windscale.png" width="200" /></a><span style="font-size: small;"><span style="font-family: "verdana" , sans-serif;"><span style="color: blue;"><i>How did you end up studying Chemistry at
Oxford and where there any "role model" teachers who
inspired/encouraged you?<b> </b></i></span><span lang="EN-US" style="color: black;">There
are 3 factors here with regard to Chemistry. First of all, I always had an
interest in Chemistry from quite an early age. I remember being at junior
school and doing chemistry experiments in the outhouse. It certainly would not
be possible these days, but I remember distilling water, making bromine and
making hydrogen sulphide, using acids and glass equipment. I would be very surprised if you’re still
allowed do those these days, but you could in those days just go to the chemist
and buy the chemicals needed. The experiments were very interesting to do, not
to say quite exciting at times.</span></span></span><span style="font-size: small;"><span style="font-family: "verdana" , sans-serif;"><span lang="EN-US" style="color: black;"> The second
factor was we had a chemistry teacher, who had a Ph.D. He actually came from
the nuclear power Industry at Sellafield, nearby to where I lived in Whitehaven,
Cumbria.</span></span></span><span style="font-size: small;"><span style="font-family: "verdana" , sans-serif;"><span lang="EN-US" style="color: black;"><span style="font-size: small;"><span style="font-family: "verdana" , sans-serif;"><span lang="EN-US" style="color: black;"> He decided to give that up and become a teacher. He was a very good
and inspirational teacher and that also got me on the track of being interested
in chemistry.</span></span></span> <span style="color: red;">[In 1952, the Windscale Nuclear Power Plant (above, RHS) in Cumberland opened for business. Whitehaven had been an historic port, rivalling Liverpool in the early 19th century and remains architecturally, very significant since its Georgian "foundations". Windscale changed its name to Sellafield in the 1980s.]</span></span></span></span><br />
<br />
<span style="font-size: small;"><span style="font-family: "verdana" , sans-serif;"><span lang="EN-US" style="color: black;">Then
finally since I did grow up on the outskirts of the Lake District, I developed an interest in walking and geography; and really loved geography, and even
considered pursuing that after school, until at some point, I had a careers interview with
the deputy headmaster, and he suggested – he was actually a geography teacher - that geography was not really a particularly good vocation, and he
encouraged me to pursue chemistry rather than geography. So that’s broadly how
I ended up doing chemistry.</span></span></span><br />
<br />
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhjvzTCnE2uLesu5c1kUlNRbhKqfK6_qUDuJfEw4nf1qH4FORdoLWHkmJiroqqJCJvgY5Lafwyje-s8fIAY_Xv0htOKBNrDS-9Mt33_n3sI7ARhx6tLNtdIxQ9PY3mDAmOqzZS83xm7TnY/s1600/oxford.png" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="104" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhjvzTCnE2uLesu5c1kUlNRbhKqfK6_qUDuJfEw4nf1qH4FORdoLWHkmJiroqqJCJvgY5Lafwyje-s8fIAY_Xv0htOKBNrDS-9Mt33_n3sI7ARhx6tLNtdIxQ9PY3mDAmOqzZS83xm7TnY/s200/oxford.png" width="200" /></a><span style="font-size: small;"><span style="font-family: "verdana" , sans-serif;"><span lang="EN-US" style="color: black;"><span style="color: blue;"><i>And what about Oxford as a choice of University?</i></span>
I guess I was told that that was the best place to do chemistry. And it had a
long famous history of chemistry and so I took the exams and got in. So that’s
where I went! <span style="color: red;">It seems difficult to imagine now, but the culture of education was quite different in the 1950s-1960s. Far fewer students went to University (an interesting statistic from the Government Office of Statistics, shows that in 1950, 17,300 first degrees and 2,400 Masters/PhDs were awarded. By 2010, these numbers had risen to 330, 000 and 182, 600 respectively: and the population has remained pretty constant. In addition, the 1950s and '60s was a period when many students were the first in their families to make it to University, let alone the prestigious Universities of Oxford and Cambridge. It is also worth pointing out that until 1992, Universities co-existed with Polytechnics (a system largely developed by Sir Fred Dainton, a Sheffield "lad" who rose through the ranks of academia and politics, from a very humble start in the heartland of the Sheffield steel industry in the 1920s, and who was the Chancellor at Sheffield, when Dennis was appointed). In 1992, the Higher Education sector began the transformation into the shape it occupies today, with all Polytechnics becoming Universities. This process has recently been augmented by the 2016 education bill, which paves the way for an expansion of Private Universities. </span></span></span></span><br />
<br />
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi0BGH4MlVLIBXulBwC_U4nD74vKf1rpcSKLYABNOA4HT0J0hJtyTgRWDXKSflKxlmU2b1riCt6Murpkvs7loi7GseHaivcVMv01jFW2DwITX8lI_PpOjgIak5JjH_JG8DBxSX3JN3n0GY/s1600/bannister.png" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="158" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi0BGH4MlVLIBXulBwC_U4nD74vKf1rpcSKLYABNOA4HT0J0hJtyTgRWDXKSflKxlmU2b1riCt6Murpkvs7loi7GseHaivcVMv01jFW2DwITX8lI_PpOjgIak5JjH_JG8DBxSX3JN3n0GY/s200/bannister.png" width="200" /></a><span style="font-size: small;"><span style="font-family: "verdana" , sans-serif;"><span lang="EN-US" style="color: black;"><i><span style="color: blue;">What advice would you give to young students
who want to follow in your footsteps?</span> </i>Things
are so very different now from when I grew up in the 60s. I’m not sure that
I’m qualified to offer advice or whether it’s possible to follow in the same
footsteps. I think young people have to look at the the situation as it is
now, and make their own choices. In my time I don’t think we thought a lot, in
any detail, about profession(s). In a sense, we trusted more that things would
somehow, just work out. It seems to me that things are more competitive these days, and that
people are forced more into choosing a subject not necessarily based upon an
academic interest, but based on being able to secure a job. I would say that
perhaps the only advice I could offer would be to work hard, but also to play
hard; to try to do something day to day that you actually enjoy doing. But I
know that can be very hard to find. I think that it is worth striving as hard
as possible to be able to do something that you really enjoy doing. And for
sure you won’t enjoy it all the time, but at least most of the time.</span></span></span><br />
<br />
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" 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" width="128" /></a><span style="font-size: small;"><span style="font-family: "verdana" , sans-serif;"><span style="color: blue;"><i>What do you think schools do well and what
changes would you like to see?</i></span></span></span><br />
<span style="font-size: small;"><span style="font-family: "verdana" , sans-serif;"><span lang="EN-US" style="color: black;">You know,
I’ve been living in the United States for the last 27 years. I am not sure how
well I really understand or know what is happening in British schools. But I
can say that for American schools, there is probably too much emphasis on rote
learning or learning of facts, rather than understanding concepts. There are
too many multiple choice type of evaluations and not enough evaluation of
creativity in terms of, for example, essay writing and understanding of
concepts. Those are things that schools don't do so well from what I have seen.<span style="font-family: "verdana" , sans-serif;"> </span>I think
that what schools do well, perhaps in comparison to when I was at school is
that they are probably better at instilling a sense of confidence in students;
confidence in their own ability. I would say probably also that in some
respects, particularly in terms of science, there is more emphasis on hands-on
experience, which is always useful. The biggest change I would like to see is
undoubtedly a greater emphasis on contemplative thought on trying to solve
problems by thinking about them; just sitting down and thinking, not
necessarily by writing or the production of facts. Of course one enormous
difference from earlier times is the availability of the Internet, which means
that one really doesn’t need to store vast amounts of data in one’s head, it
can be readily accessed via the Internet, so one can spend longer even, at
least in theory, in terms of trying to grasp important concepts and understand
them.</span><span lang="EN-US" style="color: black;"><i> </i></span></span></span><span style="font-size: small;"><span style="font-family: "verdana" , sans-serif;"><span style="color: blue;"><i>Any other comments on Science at school and its
priorities. </i></span></span></span><span style="font-size: small;"><span style="font-family: "verdana" , sans-serif;"><span lang="EN-US" style="color: black;">No, I
think I covered most of my thoughts there. As said I’ve no experience of UK
schools for a very long time so my remarks are not informed by deep knowledge.</span></span></span><br />
<br />
<span style="font-size: small;"><span style="font-family: "verdana" , sans-serif;"><span lang="EN-US" style="color: black;"><i><span style="color: blue;">You grew up near the Lake District, how did you
find life at Oxford University in comparison?</span> </i>Yes,
very different. I really missed the vicinity of the fells, the open countryside
and generally the North. I always found the North of England to be friendlier
in some aspects than the South and I missed that. In addition, Oxford
University is a very special place in the sense that, at least when I was
there, more than 50% of the students came from public schools and a fairly wealthy
background. I came from a grammar school and a very modest working class
background so that was contrast with a very different sector of society, and,
as now, I think that Britain still has a great deal of class structure even if
it seeks to deny it.</span></span></span><br />
<br />
<div class="" style="clear: both; text-align: left;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhehDuy8o60KxPRj7jQ3-nkEd5smui9x8fMN4S_f0bNNo6OnBLv_IJgn_2nJ17YGevW6NlL04C9aZzzSZq_Z8xjU_E3QIO0KKBEYhlot0dXFHqvPFK3tFpSmVqtZGQ3vWrAGxqlOqJmH9A/s1600/knowlesradda.png" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="121" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhehDuy8o60KxPRj7jQ3-nkEd5smui9x8fMN4S_f0bNNo6OnBLv_IJgn_2nJ17YGevW6NlL04C9aZzzSZq_Z8xjU_E3QIO0KKBEYhlot0dXFHqvPFK3tFpSmVqtZGQ3vWrAGxqlOqJmH9A/s320/knowlesradda.png" width="320" /></a><span style="color: blue;"><i><span style="font-size: small;"><span style="font-family: "verdana" , sans-serif;">At Oxford you took Natural Sciences, can you
tell me what the course was like<span style="font-family: "verdana" , sans-serif;"> </span>and who influenced you to stay in Science and
move towards more Biological problems. </span></span></i></span><span style="font-size: small;"><span style="font-family: "verdana" , sans-serif;"><span lang="EN-US" style="color: black;">(Actually
this is not true, it was Chemistry. Natural Sciences is at Cambridge). Yes the
course in Chemistry at Oxford was phenomenally good. Some of the teachers,
relatively young at the time, became world-renowned chemists, and some eventually wrote
famous text books, or became leaders of world renowned institutions such as Harvard University, the Medical Research Council, and so on and so on. My move towards biological problems was
dictated entirely by a lecture series that was given to chemists in our third
year at Oxford. This was the early days of Chemistry and Biology, and two
individuals gave this course on enzymes, entitled: "<i>The molecular basis of the activity
of enzymes</i>". One was George Radda (with his right leg inside an NMR instrument<span style="font-family: "verdana" , sans-serif;">!) </span>who later became the head of the MRC and the
other was Jeremy Knowles (looking much more distinguished), who later became a leader at Harvard after he moved
to the United States. They gave, as I recall it, tremendous lectures. They were
completely inspiring. I just thought well this is absolutely terrific, and this
is really the future of chemistry. It
was so interesting, it was exciting, it was different. You could see it had impact
upon human health. So I decided through that lecture series to move into
biology, and the course in chemistry at Oxford was a 4-year course so I did my
part 2, as it’s called, in research in the Biochemistry Department working on
the structure of chromatin with Ian Walker, who was a well-known researcher in
that area. <span style="color: red;">Dennis graduated in 1974.</span></span></span></span></div>
<br />
<br />
<span style="font-size: small;"><span style="font-family: "verdana" , sans-serif;"><i><span lang="EN-US" style="color: black;"><span style="color: blue;">You left Oxford for Sweden: this seems an
unusual decision for a young, aspiring PhD student? What's the story there and how did
Science in Lund compare with Oxford?</span> </span></i><span lang="EN-US" style="color: black;">Yes, I
got a fellowship. I wanted to live in a different country. I had already
spent 7 months living in the United
States between finishing school and being at Oxford. I wanted to live in a
European country, experience a European country. I got a fellowship from Ciba-Geigy
to study anywhere in Europe. I had a particular interest in nuclear magnetic
resonance, which was a growing technique in biology at that time. Of course
these days it’s well known for imaging. That gave me a couple of possibilities
-- I was most interested in Sweden, in part because of its political structure
and the opportunities that it provided there. There was a very well known NMR
Professor in Lund in the south of Sweden, Sture Forsen, and so I applied, went
and did my PhD with him. The science in Lund is tremendously good. The Swedes
have a long, long, history of experience in research in biology and they’re
very very good and creative at it. They’re also the keepers of the Nobel Prize,
so scientists from across the world tend to pay homage to Swedish scientists so
that’s always an advantage. It was a tremendous place to do a Ph.D. and I had a
very good time there.</span></span></span><br />
<br />
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjhIgkY3fZtRq3H38rZVila-SzkKqfzqe0j3PCF1NrprCzSr_FTk4lXRVK_Q77eG0wojNofJtpXspDqlaK-Nmmq1MhlQJcHHqqHLLar9UYBE4IAq5XsrPKcv09hs93RMpa8gfbCzXZMFOA/s1600/Rodney_Robert_Porter.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="200" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjhIgkY3fZtRq3H38rZVila-SzkKqfzqe0j3PCF1NrprCzSr_FTk4lXRVK_Q77eG0wojNofJtpXspDqlaK-Nmmq1MhlQJcHHqqHLLar9UYBE4IAq5XsrPKcv09hs93RMpa8gfbCzXZMFOA/s200/Rodney_Robert_Porter.jpg" width="157" /></a><span style="color: blue;"><i><span style="font-size: small;"><span style="font-family: "verdana" , sans-serif;">You returned to the UK and Oxford before
you took up a lectureship in Biochemistry at the start of the 1980s. How
different was it then as a young lecturer than today?</span></span></i></span><span style="font-size: small;"><span style="font-family: "verdana" , sans-serif;"><span lang="EN-US" style="color: black;"> I think
it was very different indeed. I would say that as a postdoc I was still
basically pursuing science as an academic career and didn't give much thought
to what the future held or what I would do or where I would go next. I was
mostly interested in doing what I was doing and trying to do it as well as
possible. At some point, someone mentioned to me that basically one could not
be postdoc forever; that one should really try to establish your own lab. I
probably was aware of this, but had not given it a great deal of thought. I saw an advert for a job in Sheffield and I
applied for it and I got it, and that determined where I went next. In
Sheffield I continued with the kind of research that I was doing which was on
the functional activity of antibodies <span style="font-family: "verdana" , sans-serif;">(<span style="font-family: "verdana" , sans-serif;">an early picture of Sir Rodney Porter, who shared the Nobel Prize with Geral<span style="font-family: "verdana" , sans-serif;">d Edelman for their work on Antibody structure and function: Sir Rodn<span style="font-family: "verdana" , sans-serif;">ey was a Lancashire lad <span style="font-family: "verdana" , sans-serif;">himself, from Newton-Le-Willows. Actually Dennis is officially a Lancastrian by birth, having spent <span style="font-family: "verdana" , sans-serif;">his first 9 months in Preston</span>)</span></span></span></span></span> – I moved that to a new area which was a
logical first progression and set about solving one particular problem, which
we did.</span></span></span><br />
<span style="font-size: small;"><span style="font-family: "verdana" , sans-serif;"><span lang="EN-US" style="color: black;"> </span><span lang="EN-US"></span></span></span>
<br />
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgIIpBi6Gr93f_O9whRqhE4cBh8Lst6waG4W_6owav8izQE1Q1XMqKudWg1efq1-o2edbPfNGp6UVzYClWzI_dOhAmnXSOQzuByiqNrMP_v7yG20KEtMdBgkBEXSbFYmj9X7B608CdhH80/s1600/nsburton.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgIIpBi6Gr93f_O9whRqhE4cBh8Lst6waG4W_6owav8izQE1Q1XMqKudWg1efq1-o2edbPfNGp6UVzYClWzI_dOhAmnXSOQzuByiqNrMP_v7yG20KEtMdBgkBEXSbFYmj9X7B608CdhH80/s1600/nsburton.jpg" /></a><span style="font-size: small;"><span style="font-family: "verdana" , sans-serif;"><span style="color: blue;"><i>You proceeded to build your research group with
funding and more importantly young PhD students and post docs. Perhaps you could
describe that period of your academic life in Sheffield. What were the highs
and lows and was collaboration an important part of your early career?</i></span><b><span lang="EN-US" style="color: black;"> </span></b></span></span><span style="font-size: small;"><span style="font-family: "verdana" , sans-serif;"><span lang="EN-US" style="color: black;">Yes, my
first PhD student turned out also to be a Cumbrian, <a href="http://www.lifesci.dundee.ac.uk/people/jenny-woof">Jenny Woof</a>, who was
studying at Sheffield (and now in Dundee). Jenny and I worked on the antibody problem that I
mentioned and we started to make considerable headway, and I was able to get
some more funding from the Research Councils to get a couple of more fellows,
and we began to get more and more answers and this all helped. The highs were
that we made progress at solving a scientific problem which was basically how
cells bind antibodies to get rid of pathogens and tumors at the molecular level
and I think that’s what you have to do in research – you have to solve problems
– you can’t shirk from that – it sometimes takes a long time, the problems can
be difficult, but in the end there is a very clear record as to whether you’ve
succeeded or not. I think since then I’ve always followed that kind of path –
let’s try and solve the problem however difficult it is. The highs were
probably the independence of research, the working with folks, the successes.
The lows were probably the difficulties of doing research, the frustrations,
the many wrong paths that you follow, the many failures to get to where you’re
trying to get. The inevitable clashes in laboratories—if you have more than 2
people you’re going to have some personnel clashes, and you’re going to have to
get used to that and not be too upset with it and deal with it. Collaboration
was always a very important part of my scientific career – I’ve always enjoyed
that greatly. I don’t think in modern science you can really advance very far
unless you’re pretty adept at collaboration. To solve problems these days you
need so many different skills that you really have to collaborate, and if you
enjoy it, then all the better.</span></span></span><br />
<span style="font-size: small;"><span style="font-family: "verdana" , sans-serif;"><span lang="EN-US" style="color: black;"> </span><span lang="EN-US"></span></span></span>
<br />
<span style="color: blue;"><i><span style="font-size: small;"><span style="font-family: "verdana" , sans-serif;">You decided to visit Richard Lerner's
laboratory at the end of the 1980s, what motivated you and how did this affect
you and the people in your group at the time?</span></span></i></span><span style="font-size: small;"><span style="font-family: "verdana" , sans-serif;"><span lang="EN-US" style="color: black;"> I was
working on human antibodies and Richard Lerner was developing a new method for
making human antibodies, and I knew I had to try and be a part of the
development of that technology and so I got a sabbatical in his lab. Of course
it changed things greatly for me because I now got a first hand look at
American science and its awesome power and scope and funding. For the people
who were in my lab (back in Sheffield), most of them were moving towards finishing and they did.
Two or three people actually came out to the United States to work, and
subsequently, one of them has stayed in the United States, another one stayed
for a very long time and is now running a Biotech concern in the UK. So I think
it ultimately benefited all involved because my position became stronger and I
could do more for the folk who had been involved with me, although at the time
it was undoubtedly disruptive for some folks.</span></span></span><br />
<span style="font-size: small;"><span style="font-family: "verdana" , sans-serif;"><span lang="EN-US" style="color: black;"> </span><span lang="EN-US"></span></span></span>
<br />
<span style="font-size: small;"><span style="font-family: "verdana" , sans-serif;"><span style="color: blue;"><i>What would you say were your most significant
achievements at Sheffield? </i></span></span></span><br />
<a 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" 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" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a><span style="font-size: small;"><span style="font-family: "verdana" , sans-serif;"><span lang="EN-US" style="color: black;">Two-fold,
first of all, showing to myself that I could take on a problem and make
significant contributions to solving the problem, which is the essence of
research. Second, establishing a viable lab and showing that I could manage
people in the lab and get people through PhDs, get them through postdocs, so
that they could then establish careers of their own. So these are important
things to do for self-confidence and understanding that you may have a future
in science.</span></span></span><br />
<br />
<span style="font-size: small;"><span style="font-family: "verdana" , sans-serif;"><span lang="EN-US" style="color: black;">For the record Dennis has published over 200 papers since his PhD in Professor </span></span></span><span style="font-size: small;"><span style="font-family: "verdana" , sans-serif;"><span lang="EN-US" style="color: black;">Sture Forsén's group in Lund (and </span></span></span><span style="font-size: small;"><span style="font-family: "verdana" , sans-serif;"><span lang="EN-US" style="color: black;">Sture Forsén still plays a role in Swedish Science as an </span></span></span><span style="font-size: small;"><span style="font-family: "verdana" , sans-serif;"><span lang="EN-US" style="color: black;"><span style="font-size: small;"><span style="font-family: "verdana" , sans-serif;"><span lang="EN-US" style="color: black;">Emeritus Professor at.....). He joined Sheffield in 1981 following the publication of an incredibly influential piece of work published in Nature on the structure and function of members of the complement cascade in human immunity. He went on with Jenny Woof to determine the molecular basis of antibody:receptor recognition in the human immune system and to establish the technology for making monoclonal antibodies with L<span style="font-family: "verdana" , sans-serif;">y</span>nda Partridge at Sheffield. Dennis was a major influence in the development of the Krebs Institute at Sheffield and since he left for Scripps in the early 1990s, where he joined the world renowned laboratory of Richard Lerner, he has risen to the positions above. During this time, he has built a powerful team of multidisciplinary scientists and collaborated extensively to help understand and ultimately eradicate AIDS. you can read his most recent work, published in the journal Science here. I hope you have found Dennis's story as fascinating as I have and I am delighted to be able to share it with you. Many thanks Dennis!</span></span></span></span></span></span>
</div>
Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-2636689120000745345.post-15598002875845241952017-03-30T15:38:00.000+01:002017-03-30T15:38:34.301+01:00Synthetic Biology Molecules for April<div dir="ltr" style="text-align: left;" trbidi="on">
<a href="https://d2ufo47lrtsv5s.cloudfront.net/content/sci/355/6331/F1.medium.gif" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img alt="Cover image expansion" border="0" class="cover-img" height="200" id="graphic-1" src="https://d2ufo47lrtsv5s.cloudfront.net/content/sci/355/6331/F1.medium.gif" width="157" /></a><span style="font-family: "verdana" , sans-serif;">This month I had pencilled in the products of the Major Histocompatibility (MHC) genes, as versatile defenders <span style="font-family: "verdana" , sans-serif;">against </span>invading pathogens. However, when I opened my electronic copy of Science last week, I changed<span style="font-family: "verdana" , sans-serif;"> </span>my mind<span style="font-family: "verdana" , sans-serif;">, as usual, </span>and decided to focus on a fascinating paper which was introduced by its</span><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;">
authors (Florian Praetorius and Hendrik Dietz, from the Physics
Department and Institute for Advanced Study at the Technische
Universität München<span style="font-family: "verdana" , sans-serif;">)</span> as follow<i>s. </i></span></span><i><span style="font-family: "verdana" , sans-serif;">Controlling
the spatial arrangement of functional components in biological systems
on the scale of higher-order macromolecular assemblies is an important
goal in synthetic biology.</span></i><span style="font-family: "verdana" , sans-serif;"> How could I resist? I have also added a section at the very end of the post which is aimed at s<span style="font-family: "verdana" , sans-serif;">ummarising the main point for <span style="font-family: "verdana" , sans-serif;">school students. First you should try reading <span style="font-family: "verdana" , sans-serif;">the post which is aimed at m<span style="font-family: "verdana" , sans-serif;">y tutees<span style="font-family: "verdana" , sans-serif;"> (all undergraduate Biochemists at Sheffield) and then see if you <span style="font-family: "verdana" , sans-serif;">agree with my simplified summary. Oh and let me <span style="font-family: "verdana" , sans-serif;">know what you think!</span></span></span></span></span></span></span></span><br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj4zzVfpNmP9KQynJAeUxmm9TZcKoF_32ak1bsybZeXanlii2LXwSv-bepY2qanqXPW5KwB5E7Cy19Ghm0zGapqzuHuxZppbg6G8BjAXkhbkRs5aIcynuW75A9Hc0YHXQh2kimP2IUga0RN/s1600/nomura.png" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="166" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj4zzVfpNmP9KQynJAeUxmm9TZcKoF_32ak1bsybZeXanlii2LXwSv-bepY2qanqXPW5KwB5E7Cy19Ghm0zGapqzuHuxZppbg6G8BjAXkhbkRs5aIcynuW75A9Hc0YHXQh2kimP2IUga0RN/s200/nomura.png" width="200" /></a><span style="font-family: "verdana" , sans-serif;">As "the world" becomes increasingly excited by the transformational <span style="font-family: "verdana" , sans-serif;">promises of </span></span><span style="font-family: "verdana" , sans-serif;">"Synthetic Biologists", I decided to focus on the harnessing of the DNA <span style="font-family: "verdana" , sans-serif;">recognition <span style="font-family: "verdana" , sans-serif;">domain<span style="font-family: "verdana" , sans-serif;">s, </span></span></span>abbreviated to TALs (for transcription activator like), which <span style="font-family: "verdana" , sans-serif;">have </span>been "engineered" to combine with specific DNA duplexes, to generate discrete nucleoprotein structures in a controlled manner<i> in vitro</i>. These structures are referred to in the title of the paper as <i>DNA:protein hybrid nanoscale shapes</i>.
It made me think of the formidable, pre-cloning achievement of Masayasu
Nomura (pictured right) when in 1966 his lab reported the
reconstitution<span style="font-family: "verdana" , sans-serif;"> of</span> bacterial ribosomes. Twenty years later, Tim Richmond's nucleosome group <span style="font-family: "verdana" , sans-serif;">used cloning technology to </span>generat<span style="font-family: "verdana" , sans-serif;">e </span>defined nucleosome particles <span style="font-family: "verdana" , sans-serif;">for </span>crystallographic studies. The work <span style="font-family: "verdana" , sans-serif;">described her<span style="font-family: "verdana" , sans-serif;">e, by </span></span></span><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;">Praetorius and Dietz</span></span> differs in that the particles produced are <span style="font-family: "verdana" , sans-serif;">not found in Nature, but the "ingredients" are (<span style="font-family: "verdana" , sans-serif;">well, mostly</span>!).<span style="font-family: "verdana" , sans-serif;"> Coming from a Physics <span style="font-family: "verdana" , sans-serif;">group</span>, it also reveals how the groundbreaking work of the <span style="font-family: "verdana" , sans-serif;">Molecular Biologists is now being exploited by Physicists<span style="font-family: "verdana" , sans-serif;"> (and engineers) in <span style="font-family: "verdana" , sans-serif;">Synthetic Biology<span style="font-family: "verdana" , sans-serif;">: a fundamentally multidisciplinary field.</span></span></span></span></span></span></span></span></span><br />
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<a 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" 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" width="200" /></a><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;">The <a href="https://en.wikipedia.org/wiki/Transcription_activator-like_effector_nuclease">TAL proteins</a> are referred to in <span style="font-family: "verdana" , sans-serif;">their </span><a href="http://science.sciencemag.org/content/355/6331/1277.13">Science</a> paper, as<i> molecular staples</i>, a function that they combine<span style="font-family: "verdana" , sans-serif;"> with single nucleotide specificity<span style="font-family: "verdana" , sans-serif;">: <a href="https://openi.nlm.nih.gov/detailedresult.php?img=PMC3424557_gks404f2&req=4">34 amino acids</a> are needed to recognise a <span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;">base-pair. The<span style="font-family: "verdana" , sans-serif;">se proteins (shown left) are <span style="font-family: "verdana" , sans-serif;">engineered versions of TA<span style="font-family: "verdana" , sans-serif;">L endo<span style="font-family: "verdana" , sans-serif;">nucleases (TALEs) secreted by <i>Xanthomonas</i> species when infecting plants. In Nature these genome "organisers" <span style="font-family: "verdana" , sans-serif;">interfere with promoter functio<span style="font-family: "verdana" , sans-serif;">n: you can read more about them at the above links.</span></span></span></span></span></span> Interestingly, the authors utilise <i>in vitro</i> methods of protein synthesis (<span style="font-family: "verdana" , sans-serif;">pioneered by Geoffrey Zubay at Columbia University in the 1970s), to generate the<span style="font-family: "verdana" , sans-serif;">ir nanostructures</span><span style="font-family: "verdana" , sans-serif;">. By combining specific DNA duplexes with recombinant TAL modules, structures of the kind shown <span style="font-family: "verdana" , sans-serif;">below, </span>can be assembled in a controlled manner and in <span style="font-family: "verdana" , sans-serif;">sufficient </span>yield for downstream analysis (<span style="font-family: "verdana" , sans-serif;">I expect high resolution <span style="font-family: "verdana" , sans-serif;">cryo E<span style="font-family: "verdana" , sans-serif;">M<span style="font-family: "verdana" , sans-serif;"> structures will emerge <span style="font-family: "verdana" , sans-serif;">first</span>, since the y<span style="font-family: "verdana" , sans-serif;">ields may not be sufficient yet for cr<span style="font-family: "verdana" , sans-serif;">ystallography).</span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span><br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi1kSNHnbRSx6lYvp7EwzqsoZq_Wc51rhB3X7_hQx0OR3myafO5Pheiitq6AjTgock_sUK0cEphxLEbquoqH3n9I_tpuLPdX8O24DvsDlJc4e2xHybsSfOq02lKxwVWWhp4xXt2wvtxMf_m/s1600/sbtal2.png" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="106" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi1kSNHnbRSx6lYvp7EwzqsoZq_Wc51rhB3X7_hQx0OR3myafO5Pheiitq6AjTgock_sUK0cEphxLEbquoqH3n9I_tpuLPdX8O24DvsDlJc4e2xHybsSfOq02lKxwVWWhp4xXt2wvtxMf_m/s200/sbtal2.png" width="200" /></a><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;">With the components in hand, let's consider the spontaneous formation of such nanostructures. As with an<span style="font-family: "verdana" , sans-serif;">y physiological assembly of nucleoprotein complexes, <span style="font-family: "verdana" , sans-serif;">ranging from </span>viral capsids to spliceosomes; the<span style="font-family: "verdana" , sans-serif;">re are common tehermody<span style="font-family: "verdana" , sans-serif;">namic princ<span style="font-family: "verdana" , sans-serif;">iples that apply. Typically, <span style="font-family: "verdana" , sans-serif;">such processes occur rap<span style="font-family: "verdana" , sans-serif;">idly<span style="font-family: "verdana" , sans-serif;">: in seconds, if not less. </span></span><span style="font-family: "verdana" , sans-serif;">I</span>t might serve you well to <span style="font-family: "verdana" , sans-serif;">contemplate </span>for a moment, the physiologically challenging <span style="font-family: "verdana" , sans-serif;">biosynthesis of<span style="font-family: "verdana" , sans-serif;"> several thousand bacteriophage particles during the half-hour life of a regular bacterium!<span style="font-family: "verdana" , sans-serif;"> Such<span style="font-family: "verdana" , sans-serif;"> rapid assembly phenomena are thought to be "e<span style="font-family: "verdana" , sans-serif;">n<span style="font-family: "verdana" , sans-serif;">tropy driven" (take a look <a href="https://en.wikipedia.org/wiki/Self-assembly_of_nanoparticles">here</a>) and usu<span style="font-family: "verdana" , sans-serif;">ally involve <span style="font-family: "verdana" , sans-serif;">sponatneous
electrostatic neutralisation (basic proteins meet acidic
polynucleotides) in tandem with a potent "hydrophobic effect".
Specificity will "click in" <span style="font-family: "verdana" , sans-serif;">in a <span style="font-family: "verdana" , sans-serif;">later phase<span style="font-family: "verdana" , sans-serif;">: in the case of TAL domains, the 34 amino acid sequences that specifiy individual nucleotides <span style="font-family: "verdana" , sans-serif;">occurs in the context of a "wrap-around" <span style="font-family: "verdana" , sans-serif;">arrangement (as shown above). One of the results of these TAL molecules is shown <span style="font-family: "verdana" , sans-serif;">(top RHS) and demo<span style="font-family: "verdana" , sans-serif;">ntsrates that we <span style="font-family: "verdana" , sans-serif;">are now pretty competent at engineering both sequence- <span style="font-family: "verdana" , sans-serif;">AND <span style="font-family: "verdana" , sans-serif;">topological<span style="font-family: "verdana" , sans-serif;">ly- specific nucleoprotein particles. </span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span><br />
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width="200" /></a><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;">The authors, and its <span style="font-family: "verdana" , sans-serif;">enthusiatic <span style="font-family: "verdana" , sans-serif;">supporters refer to the concept of molecular "<span style="font-family: "verdana" , sans-serif;">or<span style="font-family: "verdana" , sans-serif;">igami" through<span style="font-family: "verdana" , sans-serif;">out the narratives. In ori<span style="font-family: "verdana" , sans-serif;">gami<span style="font-family: "verdana" , sans-serif;">, however, <span style="font-family: "verdana" , sans-serif;">there
is a considerable engagement with the person folding the paper. Here
spontaneity is programmed into the sequences (or code) of the gene
encoding the TAL domains and the corresponding target DNA sequences. The
use of "near physiological" <i>in vitro </i>conditions and components (sometimes referred to as <span style="font-family: "verdana" , sans-serif;">"molecular chassis" in <span style="font-family: "verdana" , sans-serif;">the </span>world of <span style="font-family: "verdana" , sans-serif;">Synthetic Biology<span style="font-family: "verdana" , sans-serif;">) is aimed at<span style="font-family: "verdana" , sans-serif;"> demonstrating how close we have come to developing controlled production of <span style="font-family: "verdana" , sans-serif;">novel<span style="font-family: "verdana" , sans-serif;">, c</span></span>omplex nanostructures </span>in living organisms. In many ways this is a logical extension of "<span style="font-family: "verdana" , sans-serif;">hijacking" host cells (bacteria, ye<span style="font-family: "verdana" , sans-serif;">ast, <span style="font-family: "verdana" , sans-serif;">cultured cells etc) <span style="font-family: "verdana" , sans-serif;">to generate recombinant proteins for Biotechnological and Medical <span style="font-family: "verdana" , sans-serif;">applications, it also <span style="font-family: "verdana" , sans-serif;">goes some way to satisfying the "<i>Feynman </i><span style="font-family: "verdana" , sans-serif;"><i>Princ</i><span style="font-family: "verdana" , sans-serif;"><i>iple</i>" and it is nice to see Physicists <span style="font-family: "verdana" , sans-serif;">operating in <span style="font-family: "verdana" , sans-serif;">"Biological S<span style="font-family: "verdana" , sans-serif;">pace<span style="font-family: "verdana" , sans-serif;">", since <span style="font-family: "verdana" , sans-serif;">they<span style="font-family: "verdana" , sans-serif;"> (as a community) played such a key role in developing the <span style="font-family: "verdana" , sans-serif;">concepts and technologies that underpinned the development of contemporary <span style="font-family: "verdana" , sans-serif;">Molecular Biology. As good a reason as any to join<span style="font-family: "verdana" , sans-serif;"> your national <a href="http://britishbiophysics.org.uk/">Biophysical Society</a>?</span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span><br />
<br />
<b><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;">S<span style="font-family: "verdana" , sans-serif;">ummary <span style="font-family: "verdana" , sans-serif;">of Key Points</span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></b><br />
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<a 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style="height: 120px; margin-top: 0px; width: 120px;" /></a><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;">First of all, I have picked a <span style="font-family: "verdana" , sans-serif;">protein (TAL) that has been derived from a natu<span style="font-family: "verdana" , sans-serif;">rally</span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"> occurring <span style="font-family: "verdana" , sans-serif;">gene regulatory molecule, produced by a group of <span style="font-family: "verdana" , sans-serif;">microbes that infect plants. These proteins have <span style="font-family: "verdana" , sans-serif;">captured the interest of </span>Biotechn<span style="font-family: "verdana" , sans-serif;">ologists because it is possible to change their amino acid sequence and switch the <span style="font-family: "verdana" , sans-serif;">nucleotide (ie G,A,T or C)</span></span></span></span> specificity in a predictable way. In <span style="font-family: "verdana" , sans-serif;">the </span>paper discussed, these proteins are then added to specific DNA duplexes (containing the recognition sites programmed into the TALs), and they spontaneously <span style="font-family: "verdana" , sans-serif;">induce the DNA double heli<span style="font-family: "verdana" , sans-serif;">ces to form predictable (and quite remarkable) 3<span style="font-family: "verdana" , sans-serif;">D structures as shown above. This is an example of the emerging field of "Synthetic <span style="font-family: "verdana" , sans-serif;">B</span>iology" in which the molecular <span style="font-family: "verdana" , sans-serif;">properties found in Nature are exploited to generate novel molecules (or e<span style="font-family: "verdana" , sans-serif;">ven cells) that could have therapeutic or other practical applications.</span></span></span></span></span></span></span></span></span></span> </span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></div>
Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-2636689120000745345.post-48150257471770491702017-03-03T15:03:00.003+00:002017-03-03T15:03:43.939+00:00Sweetness from light? Glucose is my molecule for March<div dir="ltr" style="text-align: left;" trbidi="on">
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjlJO4BoxqDKGTa2MKaPn9LICnrlyGvQsQMU2Uzi60edPRvoO_6HRC77y2PxrptwW19GeksV3pKjfxd1YafibPo8sSX1ITVYptYss0gbY8Yn-srKHYqlf7jQD2cNcUubqQonNoR22m0PRws/s1600/glucose.png" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="184" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjlJO4BoxqDKGTa2MKaPn9LICnrlyGvQsQMU2Uzi60edPRvoO_6HRC77y2PxrptwW19GeksV3pKjfxd1YafibPo8sSX1ITVYptYss0gbY8Yn-srKHYqlf7jQD2cNcUubqQonNoR22m0PRws/s200/glucose.png" width="200" /></a></div>
<span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;">My
molecule for February was the metabolic, blood-sugar regulator Insulin,
which made me realise that I haven't included glucose in my <i>rogues' gallery</i>
of biologically important molecules. So I am putting that right for
March with an overview of this molecule that has been central to the
field of Biochemistry since it first began. The image on the left shows a
cyclised molec<span style="font-family: "verdana" , sans-serif;">ule with 5 carbons and an oxygen atom at 12 o'clock. There are no double bonds, and imp<span style="font-family: "verdana" , sans-serif;">ortantly </span>the<span style="font-family: "verdana" , sans-serif;">re are 5 hydroxyl groups <span style="font-family: "verdana" , sans-serif;">at 2, 4, 6, 8 and 10 o'clock. However look closely, the O<span style="font-family: "verdana" , sans-serif;">H at 10 o'clock is attached to a<span style="font-family: "verdana" , sans-serif;"> carbon at<span style="font-family: "verdana" , sans-serif;">om that is not part of the hexameric ring. </span></span></span>I think this is the easiest way to reme<span style="font-family: "verdana" , sans-serif;">mber the molecular <span style="font-family: "verdana" , sans-serif;">structure and chemical formula of glucose, which is C6-O6-H12 (for younger students<span style="font-family: "verdana" , sans-serif;">, standard chemical structures exclude <span style="font-family: "verdana" , sans-serif;">h</span>y<span style="font-family: "verdana" , sans-serif;">drogen atoms that are <span style="font-family: "verdana" , sans-serif;">bonded to <span style="font-family: "verdana" , sans-serif;">c</span>arbon atoms, to avoid clutter). This is sometimes called a Haworth projection. </span></span></span></span></span></span></span></span></span></span><br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg7zL4To_gDQ8ib2xm1wFIoEnMqauAc-FJH6D5w23xIckzoK17LrY51weUcx1hAhq_aeNSxOb2LtbjCyK7XhZbWmVoTOCwjnckb-AnFC6Bhxqz7IS3Kun5bdaGOLbVvzvCbAAL7z8aBRdG8/s1600/glucose.png" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="91" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg7zL4To_gDQ8ib2xm1wFIoEnMqauAc-FJH6D5w23xIckzoK17LrY51weUcx1hAhq_aeNSxOb2LtbjCyK7XhZbWmVoTOCwjnckb-AnFC6Bhxqz7IS3Kun5bdaGOLbVvzvCbAAL7z8aBRdG8/s200/glucose.png" width="200" /></a><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;">Howev<span style="font-family: "verdana" , sans-serif;">er</span></span></span></span></span></span></span>, glucose is often depicted as a linear molecule (a Fischer projection, shown on the RHS) , with a<span style="font-family: "verdana" , sans-serif;">n aldehyde fu<span style="font-family: "verdana" , sans-serif;">nction at one end<span style="font-family: "verdana" , sans-serif;">.
The non-cyclic form of glucose is only present at low amounts (maybe
0.25%, in vivo: the remainder is cyclised). We are not done yet<span style="font-family: "verdana" , sans-serif;">, since th<span style="font-family: "verdana" , sans-serif;">ese are flat projections, and if there is one thing you will have realised by now, Biology is all about 3D shapes. <span style="font-family: "verdana" , sans-serif;"> </span></span></span></span></span></span></span></span></span></span></div>
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi2LnmuUR_hEP8-zifbkB5qvR9ah6Hs-fXno_pNC5cfdzYc39IwfaDK3pP2EDsCF28F5rEm6t8W_3g2NJ2mH4JLWK6cM4TCEfqylLBehLsnuz-SsyJhoxw6U_aKS02aBizcn7qJE2GjzJxe/s1600/Alpha-D-glucopyranose-2D-skeletal.png" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="135" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi2LnmuUR_hEP8-zifbkB5qvR9ah6Hs-fXno_pNC5cfdzYc39IwfaDK3pP2EDsCF28F5rEm6t8W_3g2NJ2mH4JLWK6cM4TCEfqylLBehLsnuz-SsyJhoxw6U_aKS02aBizcn7qJE2GjzJxe/s200/Alpha-D-glucopyranose-2D-skeletal.png" width="200" /></a><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;">In 3D terms, glucose molecules, when cyclised <span style="font-family: "verdana" , sans-serif;">exist
in a form often referred to as a "chair". This is shown on the left.
The OH and H atoms that project from the ring carbons, do so <span style="font-family: "verdana" , sans-serif;">in one of two </span></span></span></span></span></span></span></span>ways: horizontally (<span style="font-family: "verdana" , sans-serif;">equatorial</span>) or perpendicular (axial). These two <span style="font-family: "verdana" , sans-serif;">conformations ex<span style="font-family: "verdana" , sans-serif;">ist in equilibrium<span style="font-family: "verdana" , sans-serif;">, which can be of<span style="font-family: "verdana" , sans-serif;"> great importance when <span style="font-family: "verdana" , sans-serif;">glucose
encounters the active site of an enzyme. Can you think why? The other
feature of glucose that again becomes important when it either acts as a
substrate, or is involved in forming a linkage to a second sugar
molecule<span style="font-family: "verdana" , sans-serif;">: the orientation of <span style="font-family: "verdana" , sans-serif;">the</span> OH group at carb<span style="font-family: "verdana" , sans-serif;">on 1. You can probably work out that the union of <span style="font-family: "verdana" , sans-serif;">glucose and f<span style="font-family: "verdana" , sans-serif;">ructose (<span style="font-family: "verdana" , sans-serif;">two monosaccharides<span style="font-family: "verdana" , sans-serif;">)</span></span><span style="font-family: "verdana" , sans-serif;"> produces the disacchari<span style="font-family: "verdana" , sans-serif;">de, </span>sucrose, and it is the green OH at position 1,
that forms a glyc<span style="font-family: "verdana" , sans-serif;">osidic bond to the O<span style="font-family: "verdana" , sans-serif;">H at position 2 of <span style="font-family: "verdana" , sans-serif;">a</span> fructose molecule, which gives us</span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"> </span></span><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;">α-D-glucopyranosyl<span style="font-family: "verdana" , sans-serif;"> </span></span></span><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;">β-D </span></span></span><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;">fructofuranoside</span></span></span><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjD9x0NYTR_meD6QTsieDhojIv2dmvkhi-N3YnydpzyZ553SOrZ0ulCqWilB6tmf8ganN2amGwh3iLK40TZipFXuS5s4xjdup7yPMUCJ_4of02GxfawNBIXXNI67Ir4gP4TpCzx4U8ZXdig/s1600/sucrose.png" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="131" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjD9x0NYTR_meD6QTsieDhojIv2dmvkhi-N3YnydpzyZ553SOrZ0ulCqWilB6tmf8ganN2amGwh3iLK40TZipFXuS5s4xjdup7yPMUCJ_4of02GxfawNBIXXNI67Ir4gP4TpCzx4U8ZXdig/s200/sucrose.png" width="200" /></a><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;">, </span>as shown <span style="font-family: "verdana" , sans-serif;">on the right</span></span></span></span><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;">. The p<span style="font-family: "verdana" , sans-serif;">olymerisation of s<span style="font-family: "verdana" , sans-serif;">ugars, in particular glucose, produces carbohydrates such as starch and glycogen, <span style="font-family: "verdana" , sans-serif;">both of which are found as storage products in living organisms<span style="font-family: "verdana" , sans-serif;">, is a consequence of a dehydration reaction<span style="font-family: "verdana" , sans-serif;">, which can occur at several OH groups.</span></span> To recap then, the major form of metabolic glucose i<span style="font-family: "verdana" , sans-serif;">n living organisms, is cyclic and, since it is known to rotate <span style="font-family: "verdana" , sans-serif;">pla<span style="font-family: "verdana" , sans-serif;">ne polarised light <span style="font-family: "verdana" , sans-serif;">in <span style="font-family: "verdana" , sans-serif;">a right handed manner; <span style="font-family: "verdana" , sans-serif;">we refer to it as a dextrose sugar (<i>dexter</i> is <span style="font-family: "verdana" , sans-serif;">Latin for right handed)<span style="font-family: "verdana" , sans-serif;">. W</span></span></span></span></span></span></span></span>hich now brings me on to th<span style="font-family: "verdana" , sans-serif;">e question of wh<span style="font-family: "verdana" , sans-serif;">y is glucose such a good source of energy?</span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span><br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh2QJ8IYFYUhWwxSSbJzi-IFN4Tk1jKPQvqS4NOSMT6J4BOzbJYxyWa_4NUW37-Ru1lnbw83xMT4kiQlmQQXO8WzCTZDRE1astFtjpR9YcnXhTSzYOOHlKAuj-zeWrLYDe7nEGNY78l4yqs/s1600/Flasks.jpg" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="100" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh2QJ8IYFYUhWwxSSbJzi-IFN4Tk1jKPQvqS4NOSMT6J4BOzbJYxyWa_4NUW37-Ru1lnbw83xMT4kiQlmQQXO8WzCTZDRE1astFtjpR9YcnXhTSzYOOHlKAuj-zeWrLYDe7nEGNY78l4yqs/s200/Flasks.jpg" width="200" /></a></div>
<span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;">Plants capture sunlight energy and <span style="font-family: "verdana" , sans-serif;">infuse <span style="font-family: "verdana" , sans-serif;">it with</span> carbon dioxide to make glucose (among other things). As with any chemical reaction that occurs <i>in vitro</i> or <i>in vivo</i>, <span style="font-family: "verdana" , sans-serif;">energy is involved. Just think of <span style="font-family: "verdana" , sans-serif;">a typical petrol car. The fuel, gasoline is ignited in order to <span style="font-family: "verdana" , sans-serif;">release</span> the energy trapped in <span style="font-family: "verdana" , sans-serif;">the</span> chemical bonds <span style="font-family: "verdana" , sans-serif;">within</span> the<span style="font-family: "verdana" , sans-serif;"> fuel molec<span style="font-family: "verdana" , sans-serif;">ules to power the engine. In living organisms, <span style="font-family: "verdana" , sans-serif;">sugars like glucose are placed at <span style="font-family: "verdana" , sans-serif;">the</span> start of an enzym<span style="font-family: "verdana" , sans-serif;">atic conveyor belt and the trapped energy captured in the form of ATP , in order to provide us with the fuel we need to grow<span style="font-family: "verdana" , sans-serif;">, move and think etc. The amount of energy contained in glucose <span style="font-family: "verdana" , sans-serif;">is around 16kJ per gram<span style="font-family: "verdana" , sans-serif;"> (or if you prefer 3.75 kilocalories). If you consider the activity of a typical adult in the course of a day requires around <span style="font-family: "verdana" , sans-serif;">4 300 joules<span style="font-family: "verdana" , sans-serif;"> (or 1000 </span></span>calor<span style="font-family: "verdana" , sans-serif;">ies), you can <span style="font-family: "verdana" , sans-serif;">begin
to appreciate the value of glucose as an energy source. I always think
of bacterial media when I am trying to relate glucose quantities with
living cells. <span style="font-family: "verdana" , sans-serif;">Let's
work it out. The molecular weight of glucose is about 180 and typically
media contain 1% (w/v) glucose (10g/L). In my experience (depending on
the strain and t<span style="font-family: "verdana" , sans-serif;">he growth conditions o<span style="font-family: "verdana" , sans-serif;">f course), a </span></span>one litre culture of <i>E.coli</i> will <span style="font-family: "verdana" , sans-serif;">yield around 5-10g wet weight of cells.<span style="font-family: "verdana" , sans-serif;"> <span style="font-family: "verdana" , sans-serif;">Let's keep things simple, around 10g of glucose gives rise to 10g wet weight of bacterial cells<span style="font-family: "verdana" , sans-serif;"> (from a very small in<span style="font-family: "verdana" , sans-serif;">oculum). Apart from a number of minerals, many lab strains of <i>E.coli </i>can <span style="font-family: "verdana" , sans-serif;">grow on a <span style="font-family: "verdana" , sans-serif;">very simple medium, provided with a carbon and nitrogen source. All of this is ac<span style="font-family: "verdana" , sans-serif;">hieved by the <span style="font-family: "verdana" , sans-serif;">catab<span style="font-family: "verdana" , sans-serif;">olism of glucose which fu<span style="font-family: "verdana" , sans-serif;">els, even in the case of a simple prokaryote, an incredibly sophisticated "molecular <span style="font-family: "verdana" , sans-serif;">machine" </span>that is capable of <span style="font-family: "verdana" , sans-serif;">growth followed by cell division<span style="font-family: "verdana" , sans-serif;">. It is clear I think that glucose <span style="font-family: "verdana" , sans-serif;">is of </span>paramount<span style="font-family: "verdana" , sans-serif;"> importance in most living organisms, justifying its choice as a molecule of the month, even if it is a late arrival!</span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></div>
Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-2636689120000745345.post-8938154671989073382017-01-28T18:22:00.002+00:002017-01-28T18:23:47.904+00:00Monika Madej and Alanya Roberts - Green Flouresecent Protein (GFP)<div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: "arial"; font-size: 14.666666666666666px; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">I have really enjoyed Project Based with my teacher Dr. Dyer. M</span><span style="font-family: "arial"; font-size: 14.6667px; vertical-align: baseline; white-space: pre-wrap;">y group has moved onto our choice module which was Microbiology and Biotechnology. Our project consisted of using a recombinant strain of </span><span style="font-family: "arial"; font-size: 14.6667px; font-style: italic; vertical-align: baseline; white-space: pre-wrap;">E.coli </span><span style="font-family: "arial"; font-size: 14.6667px; vertical-align: baseline; white-space: pre-wrap;">that is able to produce Green Fluorescent Protein (GFP) because it contains the GFP gene which originally came form a jellyfish called </span><span style="font-family: "arial"; font-size: 14.6667px; font-style: italic; vertical-align: baseline; white-space: pre-wrap;">Aqueora Victoria. </span><span style="font-family: "arial"; font-size: 14.6667px; vertical-align: baseline; white-space: pre-wrap;">I thought this module was very interesting and I could develop my microbiology skills further. I think the laboratory lessons are a really good opportunity for me because I want to pursue my career in a laboratory scientific field, therefore thanks to those P.B. lessons I am have started to develop skills which could be used in the future at university or in a job. This will be a massive advantage for me compared to other students in other schools.</span></div>
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<span style="background-color: transparent; color: black; font-family: "arial"; font-size: 14.666666666666666px; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"><span id="docs-internal-guid-64944695-e64f-aa5e-e4f5-e22514887ae5"></span></span></div>
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<span style="background-color: transparent; color: black; font-family: "arial"; font-size: 14.666666666666666px; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">We used Green Fluorescent Protein (GFP), naturally occurring in Aequorea Victoria jellyfish but here produced by a recombinant strain of </span><span style="background-color: transparent; color: black; font-family: "arial"; font-size: 14.666666666666666px; font-style: italic; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">E.coli</span><span style="background-color: transparent; color: black; font-family: "arial"; font-size: 14.666666666666666px; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">. This protein has been used by Scientists to identify molecules under a light microscope and is particularly useful in identifying drug targets. Hornby (2014) says that luminescence is the emission of light without the input of heat which is important in understanding fluorescence. After starting our culture, we investigated the effects of temperature on the growth rates of </span><span style="background-color: transparent; color: black; font-family: "arial"; font-size: 14.666666666666666px; font-style: italic; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">E.Coli GFP</span><span style="background-color: transparent; color: black; font-family: "arial"; font-size: 14.666666666666666px; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">. We found that </span><span style="background-color: transparent; color: black; font-family: "arial"; font-size: 14.666666666666666px; font-style: italic; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">E.Coli GFP</span><span style="background-color: transparent; color: black; font-family: "arial"; font-size: 14.666666666666666px; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"> grew at a faster rate at the temperature of 25 degrees celsius over 13 hours than at 37 degrees celsius. This is surprising as the optimal temperature for E.coli growth is around 37 degrees celsius.</span></div>
<div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: "arial"; font-size: 14.666666666666666px; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"><br /></span></div>
<div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: "arial"; font-size: 14.666666666666666px; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Alanya Roberts</span></div>
Anonymoushttp://www.blogger.com/profile/16599622324551144465noreply@blogger.com1tag:blogger.com,1999:blog-2636689120000745345.post-32634952797284809972017-01-27T12:37:00.000+00:002017-01-27T18:55:00.800+00:00Insulin: Molecule of the Month for February 2017<div dir="ltr" style="text-align: left;" trbidi="on">
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj7MTRPpYTz3vwi-GNT3v-XQRApWeBbfD9Abxj_wmZgQHNIwliqdgIZYPwAqILjvH_gpLALwCCli07Q2cmZpCCpFDCKikhrP2td1Sq0iXJVsAxZJ8mCpNFfEpIWB_F8eYzbzTexzZ-cdWa4/s1600/dch.png" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="200" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj7MTRPpYTz3vwi-GNT3v-XQRApWeBbfD9Abxj_wmZgQHNIwliqdgIZYPwAqILjvH_gpLALwCCli07Q2cmZpCCpFDCKikhrP2td1Sq0iXJVsAxZJ8mCpNFfEpIWB_F8eYzbzTexzZ-cdWa4/s200/dch.png" width="141" /></a></div>
<span style="font-family: "verdana" , sans-serif;">I always wrestle with my choice of molecule a few days before my Google
Calendar sends me an irritating, but essential reminder to start
writing my Molecule of the Month entry. I often set my sights on one
molecule and something at the last minute tells me to change tack. This
time, I was contemplating an influenza post, but then I read an article
about Dorothy Hodgkin (shown left), and realised I have never written
about insulin. So, to put this right, here then is my <i>homage </i>to the late, great crystallographer, Dorothy Hodgkin, or rather the molecule that she made her ow<span style="font-family: "verdana" , sans-serif;">n.</span></span><br />
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi7jqd0JdoY2hQAnJQ81wRup8VAQ1DzZAccgSc_1s0T478xos7iLQmUa9gfW9JwApmY2M1U2uSRNUwOxcqjSVkdFQ785L-Z5b1qmwDGDESzPHsjU3-ZBDNTtybKBukkus6wJQ5n4sAOXrnj/s1600/b12.png" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="200" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi7jqd0JdoY2hQAnJQ81wRup8VAQ1DzZAccgSc_1s0T478xos7iLQmUa9gfW9JwApmY2M1U2uSRNUwOxcqjSVkdFQ785L-Z5b1qmwDGDESzPHsjU3-ZBDNTtybKBukkus6wJQ5n4sAOXrnj/s200/b12.png" width="185" /></a><span style="font-family: "verdana" , sans-serif;"> </span><br />
<span style="font-family: "verdana" , sans-serif;">With
Roy Orbison's classic "Pretty Woman" topping the charts, the Nobel</span><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"> </span>Committee of 1964, announced that Dorothy Crowfoot Hodgkin had been
chosen to receive the Nobel Prize
in Chemistry, for her work in the field of X-ray crystallography,
specifically, the determination of the molecular structure of </span><span style="font-family: "verdana" , sans-serif;"> Vitamin B<sub>12</sub>, which at the time represented a major intellectual and technical achievement in the field (RHS).
It wasn't until around five years later that the structure of insulin
would emerge from Dorothy Hodgkin's laboratory, nearly 35 years after
she carried out her first experiments on a molecule that captured her
imagination owing to insulin's extraordinary impact on human physiology.
Before I launch into the molecule itself, it is worth pointing out that
having won the Nobel Prize
in 1964, Dorothy Hodgkin received the Order of Merit a year later; only
the second woman recipient at the time: the first being Florence
Nightingale! However, I do like the fact that alongside her scientific prizes, she was awarded the <a href="http://www.nndb.com/honors/283/000099983/">Lenin Peace Prize</a>. In fact she was awarded the Peace Prize in 1987, just before she opened the <a href="http://krebsinstitute.group.shef.ac.uk/">Krebs Institute</a> at Sheffield. Since the Prize was discontinued three years later, as the former Soviet Union experienced <a href="http://www.history.com/topics/cold-war/perestroika-and-glasnost">P</a></span><a href="http://www.history.com/topics/cold-war/perestroika-and-glasnost"><span style="font-family: "verdana" , sans-serif;">erestroika</span></a><span style="font-family: "verdana" , sans-serif;"><a href="http://www.history.com/topics/cold-war/perestroika-and-glasnost"> and Glasnost</a>, no other Scientists will ever receive it!</span><br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj-dP1RWpwtn27ASZLTKPWSiZvNV7zI_UajCyVXHAmp_T36keQ5KCUhSaV50Rx21-4l5zkbRRU7224-tXPO5AnWTVxK98tVrZ_svWyuZzRQXuPgwYDU29NkQmVbEyMooS8lFgMaKyQKSeqZ/s1600/blood+test.jpg" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="133" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj-dP1RWpwtn27ASZLTKPWSiZvNV7zI_UajCyVXHAmp_T36keQ5KCUhSaV50Rx21-4l5zkbRRU7224-tXPO5AnWTVxK98tVrZ_svWyuZzRQXuPgwYDU29NkQmVbEyMooS8lFgMaKyQKSeqZ/s200/blood+test.jpg" width="200" /></a></div>
<span style="font-family: "verdana" , sans-serif;">Most
of us knows someone who suffers from one of the two forms (Types I or
II) of diabetes [a strange word that is derived from the Greek for a
syphon: a device that draws off fluid]. Type I diabetes melitus,
is an inherited disorder in which the insulin producing, pancreatic
beta cells are compromised by an auto-immune attack, leading to a
catastrophic loss of insulin and a classically "sweet" tasting blood/urine
(hence <i>melitus</i>). Type II diabetes melitus (the melitus
is often dropped), arises because the insulin responsive cells have
become insulin resistant: so once again the blood is glucose rich, but
insulin is still produced. Around 5-8% of the population (1 in 15
adults) have diabetes. However, only 0.5% of these individuals have the
Type I form (who require regular insulin top-ups): the remainder
generally develop Type II diabetes over the age of 40, and can keep the
symptoms at bay by a change of lifestyle (a better diet and more
exercise). Thanks to <complete id="goog_459704672"><a href="https://twitter.com/WillSampsonUW">@WillSamp</a><span style="font-family: "verdana" , sans-serif;"><a href="https://twitter.com/WillSampsonUW">sonUW</a>, for providing <a href="https://en.m.wikipedia.org/wiki/Diabetes_mellitus">this nice lin</a><span style="font-family: "verdana" , sans-serif;"><a href="https://en.m.wikipedia.org/wiki/Diabetes_mellitus">k</a>, after reading the post.</span></span></complete></span><br />
<br />
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgfc7EOWAMc6DAjrUFTOKQkm1X3vyC1vdocW-t4Ie31Ih78yDxR-cPjG6xExzp1KybZwopTpQ37yZ4GuvC5W9053-X7LimsPWjmMQKS56u2J2zrX6f7LK0eowLEAAnKsMJaqmconnFeba0-/s1600/insuin1.jpg" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgfc7EOWAMc6DAjrUFTOKQkm1X3vyC1vdocW-t4Ie31Ih78yDxR-cPjG6xExzp1KybZwopTpQ37yZ4GuvC5W9053-X7LimsPWjmMQKS56u2J2zrX6f7LK0eowLEAAnKsMJaqmconnFeba0-/s1600/insuin1.jpg" /></a><br />
<span style="font-family: "verdana" , sans-serif;">So
what doe insulin "look like" and how did insulin become one of the
earliest <span id="goog_1599765295"></span><span id="goog_1599765296"></span>protein based pharmaceuticals? In fact it was the first
synthetic protein to be developed via both Chemistry (in the 1960s) and
Biotechnology (in the late 1970s). Human insulin is a relatively small
protein, comprising two chains (A and B) each containing 51 amino acids.
The chains are held together by disulphide bonds. Insulin is found in
all animals and is a highly conserved protein. Until the 1980s, Type I
diabetes patients were routinely provided with porcine insulin to manage
the symptoms of hyperglycaemia. The early "pharmacological" work of
Banting, Macleod, Best and Collip (the first two received the Nobel
Prize
in Physiology or Medicine in 1923, and famously shared good fortune
with the latter two!), identified insulin as the molecular solution to
alleviating the symptoms of Type I diabetes.
The drug company Eli Lilley began manufacturing, and clinicians
administering, porcine insulin in the 1920s/'30s. In 1950, Novo Nordisk
began manufacturing a longer lasting form of insulin: the porcine
product continued to be used until around 1980, when recombinant
insulin became the main form, developed by Genentech in San Francisco
using recombinant DNA technology. </span><br />
<br />
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEimQJxbs1ZNf6E3jaclo9w1v55soH8D4YiwkSqvwcaonT-z7veEA8kBqnB76RaxrMBnRQu_nT6P9vW8vN_cRAf3CRQeDnacEw0jlXXnqIQB9lT6m__O7ZhyphenhyphenrvMPBgQDUui0G8ev2lXHwclM/s1600/drinkingsanger.jpg" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="200" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEimQJxbs1ZNf6E3jaclo9w1v55soH8D4YiwkSqvwcaonT-z7veEA8kBqnB76RaxrMBnRQu_nT6P9vW8vN_cRAf3CRQeDnacEw0jlXXnqIQB9lT6m__O7ZhyphenhyphenrvMPBgQDUui0G8ev2lXHwclM/s200/drinkingsanger.jpg" width="141" /></a><span style="font-family: "verdana" , sans-serif;">I
can't possibly leave out Fred Sanger (a role model for many Biochemists of
my own and the previous generation of Biochemists) from the insulin
story. The primary structure of insulin was determined by Fred Sanger in
the early 1950s (earning him his first of two Nobel Prizes: see LHS).
This pioneering work led to the determination of the sequences of many
subsequent protein structures, which in itself paved the way for our
understanding of protein evolution (which was subsequently accelerated
by the work, that earned Fred Sanger his second, and perhaps better know
Nobel Prize,
for developing the principles of nucleic acid sequencing). I include
Sanger's work for another reason. The sequences of human and porcine
insulin differ by just one amino acid. However, Eli Lilley
were producing a protein for injection into humans without any
knowledge of its relationship to the endogenous human insulin, missing
from diabetics. Today, this would not pass the drug regulatory
authorities. However, like the use of penicillin, these ground-breaking <i>biologics </i>(as
they are now often called) helped save many thousands of lives and it
may be worth discussing this alongside thalidomide in a tutorial on
science and ethics<span style="font-family: "verdana" , sans-serif;">.</span></span><br />
<br />
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiUnpCSrhkQEvtCuSCbaWM7E6i_KZApVvye1hmxv50ltrzxwFN8lfNm5dEy5y8TijPA0Ntziw3Ka_jDepNuk1-8KB4JElG0LDT6-dOa1gUFRtlEGMSB5-ES0-1k_VORyhxbFZbWF36z_481/s1600/insulin2.png" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="200" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiUnpCSrhkQEvtCuSCbaWM7E6i_KZApVvye1hmxv50ltrzxwFN8lfNm5dEy5y8TijPA0Ntziw3Ka_jDepNuk1-8KB4JElG0LDT6-dOa1gUFRtlEGMSB5-ES0-1k_VORyhxbFZbWF36z_481/s200/insulin2.png" width="200" /></a><span style="font-family: "verdana" , sans-serif;">Returning to the structure of insulin, the human form (<span style="font-family: "verdana" , sans-serif;">often </span>referred to as
Lispro) is shown on the right, with the characteristic Zn atom
coordinated at the core of the molecule. The circulating form of insulin
is genera<span style="font-family: "verdana" , sans-serif;">lly a hexamer (as shown), <span style="font-family: "verdana" , sans-serif;">but the active species is a monomer, which interacts with the </span></span>Insulin Receptor, on liver cells, <span style="font-family: "verdana" , sans-serif;">fat cells, skeletal m<span style="font-family: "verdana" , sans-serif;">uscle cells etc, to stimulate the </span>assimilation of glucose into glycogen. The converse <span style="font-family: "verdana" , sans-serif;">reaction<span style="font-family: "verdana" , sans-serif;">, glucose release (or glycogen mobilisation) is </span></span></span>induced by the <i>yin </i>to insulin's <i>yang</i>, <a href="https://en.wikipedia.org/wiki/Glucagon">glucagon</a><span style="font-family: "verdana" , sans-serif;">,</span> which is released <span style="font-family: "verdana" , sans-serif;">from pancreatic </span>alpha cells<span style="font-family: "verdana" , sans-serif;">.</span> The insulin receptor<span style="font-family: "verdana" , sans-serif;">
is a membrane bound, Tyrosine Kinase class molecule, which, in response to insulin binding, triggers <span style="font-family: "verdana" , sans-serif;">a </span>sequence of events that leads ultimately to the stimulation of the gluconeogenic
pathway, ther<span style="font-family: "verdana" , sans-serif;">eby depleting levels of bl<span style="font-family: "verdana" , sans-serif;">ood glucose. As I <span style="font-family: "verdana" , sans-serif;">mentioned above<span style="font-family: "verdana" , sans-serif;">; <span style="font-family: "verdana" , sans-serif;">when glucose levels are balanced, the release of glucose is stimulated by glucagon. A general scheme is shown below (ta<span style="font-family: "verdana" , sans-serif;">ken from the nice <a href="https://en.wikipedia.org/wiki/Insulin_receptor">wiki site</a> on the insulin receptor.</span></span></span></span></span></span></span><span style="font-family: "verdana" , sans-serif;"> </span></span><br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgi-AsJSZVYPo4M_oNa67WX77PuoFx9ie9WGv2-GTp5ZGFzG5BRcRVnjHdu-GD2133N6KU7jgbJExOjDc0w_1CRKfMNxX7F0yoOU-ees0yMekyHWwG5luR7fPRvEVgHGUBAlM4uJdRXpWBz/s1600/insulinpath.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="232" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgi-AsJSZVYPo4M_oNa67WX77PuoFx9ie9WGv2-GTp5ZGFzG5BRcRVnjHdu-GD2133N6KU7jgbJExOjDc0w_1CRKfMNxX7F0yoOU-ees0yMekyHWwG5luR7fPRvEVgHGUBAlM4uJdRXpWBz/s400/insulinpath.jpg" width="400" /></a></span></span></div>
<br />
<span style="font-family: "verdana" , sans-serif;">My
final comments relate to the conservation of insulin's primary
structure, which has emerged from the many animal genome sequences
deposited over <span style="font-family: "verdana" , sans-serif;">the </span>last 15 years.<span style="font-family: "verdana" , sans-serif;">The
relationship between structure (primary begets tertiary, remember) and
function, is a well established concept in chemistry and biochemistry,
and I don't wish to suggest otherwise. How<span style="font-family: "verdana" , sans-serif;">ever, as those of you who have read any of my earlier posts on <span style="font-family: "verdana" , sans-serif;">the </span>ramifications of An<span style="font-family: "verdana" , sans-serif;">finsen's law and <span style="font-family: "verdana" , sans-serif;">recent studies on structural equi<span style="font-family: "verdana" , sans-serif;">l</span>ibria among certain disease related proteins, suggests that primary structure-function relationships are a little <span style="font-family: "verdana" , sans-serif;">more complex than we thought. <span style="font-family: "verdana" , sans-serif;">The logic behind the highly conserved nature <span style="font-family: "verdana" , sans-serif;">of the</span> insulin molecule makes sense and, although<span style="font-family: "verdana" , sans-serif;"> this was not a pre-requisite (see above) for <span style="font-family: "verdana" , sans-serif;">the early c<span style="font-family: "verdana" , sans-serif;">linical use of t<span style="font-family: "verdana" , sans-serif;">he closely related porcine hormone, it is clear that insulin has many key interactions to make, for such<span style="font-family: "verdana" , sans-serif;"> a small <span style="font-family: "verdana" , sans-serif;">protein. <span style="font-family: "verdana" , sans-serif;">This raises <span style="font-family: "verdana" , sans-serif;">an interesting tutorial point: <span style="font-family: "verdana" , sans-serif;">is there any correlation between <span style="font-family: "verdana" , sans-serif;">evolutionary
conservation of primary structure and the molecular weight of the
protein molecule in question? I hope you agree that insulin is a
fascinating molecule, which has been at the heart of Physiology,
Biochemistry<span style="font-family: "verdana" , sans-serif;">, Structural Biology<span style="font-family: "verdana" , sans-serif;">, Genetics and disease for<span style="font-family: "verdana" , sans-serif;"> over 100 years, and I have no doubt there is more to come...</span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></div>
Unknownnoreply@blogger.com1tag:blogger.com,1999:blog-2636689120000745345.post-7034156114458159392017-01-17T15:21:00.001+00:002017-01-17T15:21:23.112+00:00Olivia Chadwick - The Whey to a Larger Mealworm<span id="docs-internal-guid-cbd0e42f-ad04-453e-bcc8-5fde755d0a50"></span><br />
<div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;">
<span id="docs-internal-guid-cbd0e42f-ad04-453e-bcc8-5fde755d0a50"><span style="background-color: white; color: #222222; font-family: "arial"; font-size: 13.3333px; vertical-align: baseline; white-space: pre-wrap;">For my independent investigation i decided to work with the mealworms. I chose to investigate whether whey protein powder would have any effect on the rate of the mealworms growth and if it made them grow any larger than they would have if they had just been eating the porridge oats that they were usually fed. </span></span></div>
<span id="docs-internal-guid-cbd0e42f-ad04-453e-bcc8-5fde755d0a50">
<br /><div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: white; color: #222222; font-family: "arial"; font-size: 13.3333px; vertical-align: baseline; white-space: pre-wrap;">To do this i put three mealworms in isolation and each day would feed one its usual diet of porridge oats, one whey protein powder and the other a mixture of the two. After a week of them being on these diets i weighed them. As i had expected the mealworm that was fed just the protein powder increased in weight the most however the other two mealworms lost weight, something i wasn't expecting to happen. If i were to do this investigation again i would monitor the mealworms more closely and i would also have more meal worms on each diet and possibly for a longer time as i don't think a week was long enough. </span></div>
<br /><div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: white; color: #222222; font-family: "arial"; font-size: 13.3333px; vertical-align: baseline; white-space: pre-wrap;">Overall i really enjoyed doing this investigation as it allowed me to increase my knowledge about all of the model organisms at UTC which i have found really interesting. </span></div>
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</span>Anonymoushttp://www.blogger.com/profile/16599622324551144465noreply@blogger.com1tag:blogger.com,1999:blog-2636689120000745345.post-63949239224158296442017-01-13T14:31:00.001+00:002017-01-13T14:31:59.806+00:00Tom Buchanan – Year 12<div class="MsoNormal">
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Verdana","sans-serif"; font-size: 10.0pt; line-height: 107%; mso-bidi-font-family: Arial; mso-bidi-font-size: 11.0pt;">I
have very much enjoyed working in the labs so far, I have had the opportunity
to work with equipment I would otherwise have never had the chance to use. Such
as the spectrophotometer which I have used to measure the absorbance of
solution that I have produced in the lab. I enjoyed my microbiology module in
which I produced GFP, a protein with the ability to fluoresce under UV light.
Perhaps my most favourite so far has been during my enrichment activities were
I have had the chance to work with the schools <i>Daphnia Magna</i>, this tiny, interesting organism is visible by the
naked eye, however under microscope we are able to examine its transparent body
and organs. I have conducted multiple experiments with them, such as monitoring
how they respond to environmental changes like pH of their water, it is
interesting to see how their new born respond to this change as I have
discovered myself that they seem to produce more young when they are exposed to
such a big environment change. I could probably go on forever about it. I have
learnt key lab skills that are preparing me for a future working in a lab that
I hope to one day have. In conclusion, my time so far in the labs has been
fantastic, every day is different which is what makes it so exciting. I feel so
lucky to be able to have these facilities available to me.<o:p></o:p></span></div>
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Anonymoushttp://www.blogger.com/profile/16599622324551144465noreply@blogger.com1tag:blogger.com,1999:blog-2636689120000745345.post-56331615023886410572017-01-13T14:22:00.000+00:002017-01-13T14:30:11.443+00:00Daphnia on Drugs – Sana Nagi and Muna Ali<div align="center" class="MsoNormal" style="text-align: center;">
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<span style="font-family: verdana, sans-serif; text-align: left;">Our experiment was to see whether
difference substances would affect the heart rate of</span><span class="apple-converted-space" style="font-family: verdana, sans-serif; text-align: left;"> </span><i style="font-family: verdana, sans-serif; text-align: left;">Daphnia</i><span style="font-family: verdana, sans-serif; text-align: left;">. The
resting heart rate of</span><span class="apple-converted-space" style="font-family: verdana, sans-serif; text-align: left;"> </span><i style="font-family: verdana, sans-serif; text-align: left;">Daphnia<span class="apple-converted-space"> </span></i><span style="font-family: verdana, sans-serif; text-align: left;">was recorded and they were then
placed into ethanol, caffeine or water for 10 minutes and recorded again. We
found that as predicted the ethanol slowed the heart rate, caffeine increased
the heart rate and the water didn’t affect the heart rate as much. (As shown in
the graph below).</span></div>
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<span style="font-family: "verdana" , sans-serif;">This experiment gave us extra knowledge
on the anatomy and physiology of the daphnia. It was very interesting to see
how their body reacts with different substances such as ethanol and caffeine.
We came across offspring developing inside the female daphnia which we found
really fascinating. The fact that their bodies are opaque make them a great lab
organism. During this experiment we had to repeat the steps 10 times for each
substances which became really repetitive and frustrating. Another difficulty
we faced was when we were counting the heart rate, as it was too hard to watch
and record through the microscope at the same time and this caused anomalies.
Overall the experience taught us a lot and helped us gain more experience for
the future. </span><span style="font-family: "verdana" , sans-serif;"><o:p></o:p></span></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjIsvEcBA_Bfix22mKolzrPcfRTqbT2X8YtbvQryRutTRlaw-0fkP0GQ20A012Gf_kvKHMEXZPaO0-EzgPqcRqY0gbpcT4mlih63QVZAJaT6X9CGcIsrFKQSLOPgzOiAj6aasB9VQjxlsM/s1600/Daphnia+Graph.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="400" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjIsvEcBA_Bfix22mKolzrPcfRTqbT2X8YtbvQryRutTRlaw-0fkP0GQ20A012Gf_kvKHMEXZPaO0-EzgPqcRqY0gbpcT4mlih63QVZAJaT6X9CGcIsrFKQSLOPgzOiAj6aasB9VQjxlsM/s400/Daphnia+Graph.jpg" width="400" /></a></div>
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Anonymoushttp://www.blogger.com/profile/16599622324551144465noreply@blogger.com1tag:blogger.com,1999:blog-2636689120000745345.post-57406783525877689602017-01-13T14:16:00.002+00:002017-01-13T14:16:56.708+00:00Y12 Students share their experiences in the innovation labsDuring the next few weeks I will publish a series of blog posts written by our year 12 students reflecting on the first term of Project Based Learning at the UTC. It has been a really exciting first term with the students taking part in a range of interesting projects in the labs.Anonymoushttp://www.blogger.com/profile/16599622324551144465noreply@blogger.com0tag:blogger.com,1999:blog-2636689120000745345.post-64244548805532896762016-12-31T13:05:00.000+00:002016-12-31T19:40:17.179+00:00Sleep inducing molecules: Propofol, for January 2017<div dir="ltr" style="text-align: left;" trbidi="on">
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6z0k+FlHAq/1g3G2jRNmYvnlv8OwxoqKwNxk6ZPXyoTMtyV79to1xjDjdLZjKSrjDBEKmjzQSombH+qrImvTkvH0p4mfd/LtP2yLBNd/n2RCyC5X7xUJjidaf8qQ3Y6sizz2aVN0/zSDld3YJ5neuZFUdifbnY6yJRQdSWnaaJXXJblS0L7wzDIic43ysQ4jtSGuDXsefe2NfGSlnQt/BLVCE8Pn4eBDU4Hq7l8j6Q7b7AmnLxRJqgNFUWRpD9La8Lnu0I4ksMRBOcIv9np8MGeSJKzPY7XyYQ0Jfq+H4ZhHMc9jUnOdPxkiOuesCPAYTZJWpmg3/r5yY4AL5IJakzO/P9sxwQ7ZOJk6D2y3DutQpaJnWkpdGZaXkmmxDsNwxfJBEEeB62No3QJGc7ccMIYpwMkxxebIFLJBP/QU3ZRO4iXyoTac5hbFVVM+2rEgDVxCdKasD/d73RQG6D5lDe7G8TrZIJmJZQccBr1BoOCZzrQmM6E1yjGWBPbPAUaP3hd/zvdDeJdMsEZk6rOKlsE22QCTsf5cAhTWRPUmfdbE7Qyvaoq+cd5nt8pFu+SCR751Ta23OZgTTwFdjqcj31P3sQi4txUvWaaJipfdvm+oVfxLplY/qLWPItG/2ULdkOrWl36BY4gcqZjgzXBLYT+q8oOvfMVv04m2HCQqTI0eigLMxK59AtOx2n4nI7lMyb9re47d2Zj3pOsrXidTCyiY9d13TQN5+FuGyhkAVHIxGnwmo606VW00Cv/oygK/vevrhCN4Y0ysfxth8Em5Z5qXXJNxzst0kuIcTryPN8WwjSfzPP88jf7UplgqB3sPAOsifORqzbtT5NMiALm7TKxH2lNYKn4afDSr3B6FWoIJgEykYBwWRpwBFImTlgh+nIgE3tBbOISOHIMmTgByMReMNNxCQFrYs+EKHACmdiLLRMImJ1A5NIvyEQSIBN7gTVxCZG1MCETSYBM7IXbK2TiTCLrTeCNJAEysZfVAvzgCOTSLzs2sXPpF1BAJvYCmbgEDmE6l2PB6UgLZGIvWEh+CT5rYn8BfmADmdgLkrUvQVoTx5XMBQRkYi+Y6biEcyprAwIysRes6biEQL2JRdRPxxtJAmRiLwhhXkJ46RfHJiATSYBM7AV7iF4CnI4zgUzsBU7HJYSTtdmaUCXUwTYgE3uB03EJgRWiEO7kQCb2gryJS5CVitVjlytEIRNJgEzsBZW1LyEyhInYRBIgEwmAiXs+cukXytIcDWRiL0ivuoRwkTuEMNMCmdgLQpiX8JXTgSnqnUAmEsAhTDTH0/DlTailX7AmkgCZ2IuMq8OaOAG17WvY6UAIMwmQiQRgQvR8ZJG7gEwghJkEyMRebGsCrscJYEL0TCATe0HO3yV8NdMB4d4JZCIBiE2cD3b9OhPIxF6w69clRFoTkIkkQCYSoJwOmLgnECkTyJtIAmRiL1hodAlfyQTYCWQiAZgQPZ/wHqJIr0oLZCIBSNY+n8gJUchEEiATe8GajkuITK+CTCQBMrEXuU8HPOHTkPt02J+ycCOEmQTIxF6kTCCEeRoBa0LadxDuJEAm9oIid5cQ2Gp4wUxHaiATCeAJUcjEaYQL8CNvIi2Qib3A6bgEdjrKsrQ/RQgzLZCJvWCF6CX4thqmf9d1DeFOCGQiASQTiE2ciSxobusyywRiE0mATOxFWhOQidMIbOeziGhR13WXXN6PAZlIABaSnw/HJsIzHYhNJAEysReUpbkEX2yCYKcD1kQSIBN7gdNxCZHJ2pgQTQJkIgGwJs4H1avOBDKxFzgdlzBNE4cw7U9RvSotkIm9oMjdJYRDmJgQTQtkYi9YSH4JgRCmLEsDmUgCZGIvnKyN9Koz4V2/whOicDqSAJnYi1zTYVsTxhhjTNu2VVWhySaBRCG8QhROR1ogE3tZnRDlcS/LsrIs4ZgkIVDkzg4qY0J0J5CJBISzMPlTHv26rkPD3c80TeM4OqUZS7/SApnwEtmTeXGBbU3QGbqu4y8wRVE0TQPL4iAQwkwLZOIfxpi+78uyLMuyKIqqqsqyjFkRIGMTvhDmPM9t23KRK2lZYLg7Aiz9Sgtk4h/SoWWapvnqwLAnLKMYUi+qqoJZkQpVbwIykQTIxD8o0JjnOfdeZwjdRloTMRHKcRy5EUvJ6PseAYtUsBzHCD1YBTLxDwoWzPM8z/P0R8yBxhjV5+Xcp6/nj+PINohUGfjSOyHPkZ8qrIkkQCaW5W8SfnNtgq7rbIclcDbSjnmebbMi0iQBNvM8q0mlbOsKUfq+MYbGDAo5vdnWg0wsi3Bly7Js23ZDMiVFQDkdk80Ktg58jWyaJltiiqLApGk89PBVhJie4YZT0T/YKmGXMPVVPwnIxP+LiGSkYBiGDb10miZ7QCuKIuxKSLNCzoOsHgiWz/7MtG27TWRVBFQZJq8VbsjEsixL27ZlWarshm/HIrZUee5TNdzw3Oc0TbJ18sXUdT2O42sbaACn17Y/vkPnJEtwmiaZ9vJaZxAy8T/UJjgzh2yKbafiLAzV56uqYo/G2fPHceQLkEj/5eUYY4ZhqKpKyXqSADBNbytB77qODYqd538okAkHbdtSs9g/ncY+szQTVlvbOI62xJCB83KzwhmnLIrioNgB59Fm714BDJn4gDsh9W3njlLfMs9z0zS2WbHaspumsbO8X2tWGGPsGSWKUx7de+u6fnm+LGTCAdc1cdZZ3EbXdfYwWNd1+PzTNLHEKAP7VTuMOaecq6o6+vZZ4knTX/K0bSAT/1AtgBplXddpf8U5b7eaf+mM1b0kcVMmrUpb7OixfZomGf6wAxavAjLhYBxHah9HjNiyBNtX+Zecl2GrTMLLuw9y6kfe+DnddRgGmbnPP/3zuuwEMvFv4r3v+3Ecp2lKGL+04UY2DIPtg1C2uPqmhGxgO2DRti3P1f1GO5bTkGpu+MzLoOltqeZn/vp9gEz8P68hx422bY/+XWOM05UoyzLcGWigs4fZuq6fPrFPk532Y7nW5ucJ0YSxqmcBmViWZWmahspMnJ/LpBJ4Ik3reZ4pd8BWmef6IPM823fUNM356Y/y56iaKZl+ZVlCJt7OhS3AaVnErDR1ZnzKgjqPaNYUhlAm0qpVdSakX69dbwqZuBHOgMXqpKkzLyPbsa7hHPjapNLx9V9YJ6Lve5WLwbVInu7TbQYycTs4VqIWO4b7vCxgIe0RmjS9p17QpKNtCl1oRMiC3VSslCJBmBAFt8NpVsj+Y+9ztXyup1YH3m0YJAvITmNvmuZaRXN6fzd8gCcDmbgvLBZfLeuQDV16+zcp5E1zGSpke07OdSSUFd62Lf33uSHhhEAmbo1vcFttuzK7WYnFhbWYfFbSPX0iwEAmHsA4jvbKjtXqTMYY53qQS/YTchYKvnkKKcSLgUw8hmEYnOXwwnOfqtoNw7OtR3cG5+o1jq0e+tMgFZCJJ+Es+phF7PRBfdVO4jrUrHAqFGW4QiCeBWTikcjxmev0rvZ5WapTrlM4ot/accosy+q6vkmcEnwFZOKpOMfq1VreZI/YPkjCvABnnHJbnWtwEyATz8ZZDk8uGHXirABO7sCe0d6pQdhM4AeATDweX9GasCuhasbJjM9pmjbsf+MsEQwv4zeATPwI0tRXNZe4zzs7v0zcpAO/XURvnyHD/sk/ATcYyMQvILcI2VB4WhV0i7QmfBYErcdX1waeCGTil3FuhLU6vJPzEhlo9O1vhmyInwQy8ZvIFMy0O334ghrIhvhhIBO/jFyp7SzP+23HdpbMulX9GHAEkInfRxZ9lX37qzkI366FF9aPAacBmXgFcmGFqnazKhbzPNtVhUkgMJfxEiATL8JZLUpleatqsXY53wxlWt4HZOJdqI0nGDUPYoyRVfOkAXJ5gSlwPpCJN6LWg8jo5jiOznQprOx8M5CJ9+IrRWGzc60HeDqQibfjrCt15qa+4P5AJsCyuHZIvHkFOnAmkAnwD17ZgaXfQAGZAB/M8wyBAArIBABgBcgEAGAFyAQAYAXIBABgBcgEAGAFyAQAYAXIBABgBcgEAGAFyAQAYAXIBPgAWZjABjIBluWvaBUtAMOKL6CATIB/dF1Ha0NJJmBTAAYyAZZlWYwxvD0PrAmggEyAZVkWqkyzbQ9R8PNAJsAyDIMsSEOb/cDpAAxk4tUYY+Z5LoqC9i6nSrmR24iC9wCZeDvkbpAFQTIBpwMoIBMvhXwKcjdog795nik2gRAmUEAm3osxJs/zsizpfyETwAdk4qVQSCLPc7kBh4xNIIQJGMjES6HNRGkvr67ruq7jGvxlWfZ9D5kADGTijRhjePu/wE5fV18muAuQiZdCG4UStDeH3PIrz3Oa+wBggUwA8wcnWdV1TX+5+tLAXYBMgH/wTAfcDaCATIB/TNNE1gSlUQDAQCbA/9R1XZblNE1XXwi4F5AJAMAKkAkAwAqQCQDACpAJAMAKkAkAwAqQCQDACpAJAMAKkAkAwAqQCQDACpAJAMAKkAkAwAqQCQDACpAJAMAKkAkAwAqQCQDACpAJAMAKkAkAwAqQCQDACpAJAMAKPyUTJ9eMR4l68BKulAnaDKLv+2EY+j929j1jzPjHNE2bzzbPszFmnud5nqdpmqZp/iTmDPYF8KYY264KgEu4TCamaaqqyt6irizLruuoH0Z2J/raNE1t29LWmExd18MwfNszh2GgjbBo3wreC4t3xMrznM7su07ayDfLsqIo+NNxHOmcqHB/BMYY2gyV3vjmk8zzPAzDL5UXjxzYAlwgE9Rpw3tYyt4Vc8Ku62SXtqXnK8ui67rw/pqSvu/tM9AOWnRJ/Ib4tEVRRF4JiMcYw21gcyfnlvlVC7wzfd/TwOZsqDbOuz5bJkit5ZhP9yCHbvpH13WR5+Rd7Wz4nFVVxV8k9eeA7qwqxTRNdHhRFCwT4zhuuBgQCffwPM83ywRvfZbn+c4R+CY0TUOtbo8Ne4E10bYtdzAa59l0J2ufezgFCMJn4w5J/62qiizGcRzrupZiEW+L9n3PV9i27fTJMAwsc3y1tvcxz/M4jqqp0Rl+Y5i6G9JE3SwTvPVZJszAh0LNjLvbnj0fz5YJVuvMY9dJ0yDmxkgsfQaIPFtd15EXKa2JcRwD3+GvxZ8cHIR0Or6KbUlYJlJZE5cPCWxNUG/adj1ny4R8DbatTvfAY3VZlr7z8N2WZcmi4/xmzNnUaWVsYhiG5fPh8r/l1/a3KjKmuq6jGZ+Ys9E3hz8Cd7T8hYSWv8mggF2jbpbMonEcfZFgnhLiUJn9NfsB8kxQqo40zzO/Dp81wU/A93ilt8hftg9PcsGrJPkhJRPbuCA2wf3W9xTYTKqqKvCkqOGyOxpooNzxIp+7tCZ83Y8gkbI38jbGtG1b17X84zzPTdNUVcX6SJ2E/s56x6LWNI3vmodhUN+nx2XbPhTfbduWPpIeE3WGrutU6yfBosfb9z1b8nR++WXy7KTTR+rvu2b2++j6OSzVNA11bO698zyTAvpeGT061q/l01Cls7HGsWqM40jza0VR8OOSPyGHMb7Uuq6rqqrrumka/jnnJdFl0IwbUdd1jJtJj7qua/oVcnUXv1LQr9CF0fedr355qNNBUCu0/65uLBzqoybCIQl5ksBwEYNtTQSuQXY5vgW7tS3CA6JgEvc3NYmbiZBHURRqYDTG8PiQueKsdV2rnsynkjEXSVEUsvXT1/I8l0okx1hCXoaiLEv1fvkySLOcR5F60mXwpZZl6XyVxhiOPfHztGc66NnmeT4Mg/OCWaHU48rzvG1bW4v5cTnbQ9u2zsh3VVXqLui902AwjqP9Q3mes4JLSCDsiUKaaLef1SOtiVXky27bNizD3OCohY3j2DQNpzbQULlBL2xrIjCA8AuWfodtuy5CJqSoBTobf1n+OveN8CH8fSlkTtgK4K7lU5NMhGACl80nlGN1+DL4jUvThnuCPeYvny4Ge922aRmed+df55PLEKa6NvVH6TKr+Tt1iP2EnT/kRL595ZI7kTNrxIOtiQCy/a4FbXIAABBpSURBVAU0wrY7fA1iQzpTvDWhLpjbARvATpngzibbSlmWZGTRuCcteR67ZAemFK++7+kQvn06hBux3T+Lomjbtus6OxXN/hW6MBpXufvZXyC7V0lYWZa2hSIvg2xs1an4Zll/2T6S8DVwJ3daE3arKIqC7kU+LhZWp5w5J+zl3bFpo25Q/TrdSEA36RBnZgAdJQP2/B37wviqZPuMzzCwuZdMyKcQI34+89WGVDnGRVy+lAnZPriJc/+XgVVpTbDfax+rziCtbjah7UFj+cvy5BbJf5RtSBlo5KvzD9EfpTEluyj/gzuwjFbwZUuxcFoo5ALwUWRF86d85fLB2tFuvmweA+wQprQmqDtJa6XrOtmN6UXLAEf2F7uhCBGFbOQJOeig5vhlIIwiDrZBId1SepLsc9G1ycfFnqz0Rtu2pZixsdILpSL8mtMhh+XI8V+JK/mTFMPvuk66A9nWCdGATCi1zsRMu5QJX2xi+ZyvpTCEjFmSmSB/ju/I93y4vfLIr6InzhCvchNkG7UNfs5D92UxyVGd26u8U+fF85XzKC17RdM0MuDCZ+NrVjfCL0IKgT2cSlGgT2V6lU+L+YT8dlizfNE0biS2fPtapszZteM19nucpkkGmxerfT5pQtSHHDrikxTlwGVHiZbPQUy2P8q/4jVd5FvyE/zKmrA71RIdm6CWraxuivzb92L3Z/Xpsiwc0+WLkQaLz+zkW6AOzA/NOdNkW/s2/F749qVR44wWsfpkwnbgJq5ernMWXPZwtibkEKKulhWHj6KRnA+RIVUJiwK1DXlrlFAn7S+e/lDXJv1NZ0CUjSO+MH4+doe3jRo+5y9YE/aAbMf2Yw70Nb5FtAN68fJ/+VglTzHpVYy8eNvpkK1Tdj8+POA3UbSCb5abWlhGuQtJmXD2k0WIC32HdIRVwznKhUNitiio8T/gIavut3yqvIz78B+l3y77FTUG21hw6hp3P7LhA49r+bTp6DqlocSx87IsC4GcyKAbYUH3pfMog9QO0PoOUVbwj8QmZDfzzX754IblW9Zi213Uyp3hazY3ZNcNWxPy5WUumZCNQA3abEVzwJKbmrwqjg5EygSP5EomAuvNuDdSz1fXqR4mfxoQUDkLqwzmwJvi7soNWvZzvhiZ/6q8IfV3E5G+bT5zN/kkgaVfTplwtigFfUdZE77kIDnSyEcR9p35fm2ZeKo1IeNnmcfjCsOHhw0QOQAGVn+yTktrIryuTpqO8n07YxPcVWznnDKsnBNpmRgJpUz4TAOWCbpy5yysgns1NUF+RM5D+FOfTb64FlDxvcdYE/I7/EeSOembqMdoG/Yx67jM58yrMcZ+cQolE4H5Yyckr1JJnb+iRhrWr/AgYVtkz5YJGaDK1hIubZQp62uy5nOqmXx+yvDpLHh4jLEmpN1BNyJb7VcyIV1ZSv1QU5XUMpyrThWyF1FnU63N6Z/7YhNhpyMwrEk7nHqslInViIb0veVMKkWUfK/GdjoWMbr6bB/zOY3qnMlWqK7Ig0qe55WgLEv+B+VWNk3DKap8I/boqL5AOsJv3/fYVVPnh+N8qt9yjUxIjaDpCRnHjkdG9eyIDhETw1PIzq/Sq9Tkn1Q6KVWyc/IhdnYpJS84XS1patHdSZ/ct9JEdirqGKuhskUMj/R8lA+ifoLvwjdvslgmwGIZLPYh8jrla5J+ByUm+37duPIm1K3Zv6tkaDU2sXhkIqwsiwhnqgeyak2Q0yFXQvvyuO1YzPJca0JG4wNGRKRksFj6OhtHKAMvXuGcvFBM0yTjUsoUlC/VnungP8ppcPvabCecx0bnzc7zLKcAVPfzzfDJmQvlIDhnLu0IImE7XPIM0gpw9lheHSOfmBIdiW3l2UE+6VDIe5ePWj5S9bh8JptyOuRo4RuxZcDSaSzY+EKYzg6vrEI5F/ZImVA5qlVVtW1LOXzSF+j7vus6uWbG/K3zUSdU2Wxt29ISo77vVfOKj/TK2ASl3Mv6mrQWiE/rnBCRJiX/0Q4TyLwPSpjhqhbyJ3gElt4QWWE0/TZNk1pNwDernk+e55wvJEtyZKJLy2lI5/NR1ya7E00k2RO3dBl8hXVdy3Avp41lrmCQM5HUacgoa8J8JmurtRjOTDDpdDjvXc508NlkS7ObGdWPUlfutDedd82HSBWwVVKNvosnb2IbZ8uEndMaQM4I8FOzlSK8LGLV1ZTYE7SrZ85cg6qcXwg4HZGJ/XLdJPdAvgZnljof4ivtpV6BHGzVddrPTU680T8oX1vVAZL+hTM3mZK15SHOAIp0BOgfzhYfjk0w4UuVZqBvyZk9m8BdlGPMXAJaztnLKw9YE7a5wS65CufRiEjxLPkrz87CNK6lOLZkyDGHj+W2a0+AG7FYUL4tKa5flTOSg7w6lX3BTiNFJu2o7kcdW37TeVr+XzVuyGQ7J/ln8pUtE/a9qEPCMx3yETl/nf8hl/ary3DebGCqS/2cM67sXEgun5WvpTmnqOKdDiJmvkPKbjilcvlsGOo5hEdZ9dbY0nmMTCzLYi/1CUAyodqZz3dQNiS/g9U0SpuYpSK5Z90u4XzH3P1URo2zeESWZUVRONen0iIIZ6NXLsAirH361P4VqjMoD+E+GS4LJEtR2C9OXYY0mJ0NIDwdLmdwbPGyg6CseqsrRFV0bDXi68zvoL+rl6JuUy1gc9qbEhlblQ/TXoeqTAz15O3FLxu4IIQ5f+58wf8m55/CCvTH5bOHUCsPhxjoDPzfbVdIfjtZdFTQnW1I+vfq+nTzV4pKXoP5qxBjmzbU6/i3KEAT9pJ4ZpeKoFCcwv6aWoRGBioVZeFSC/Yh9OnqA6Q7KsuSkg6pCovzKDl7wkdReiJvkhD+ITsiYD8QLjnDVrrs0qxrLJr277IeBTL92HG2r8SZ/6KqExHOKXO+2cXldMiHaYd1i8+iIYzKRnnShOgGzF/5lj05py+ER62YGn/HwdaEc3IkgOoz2VqdS+WNqixM87d4J2y5hF1UihkHxgnzuaeU72sUDg9cCX3B90M0kk3TFK6KOIsahf57WuExMsFhs6+yua9lz4tJdX7nnMv5sExs8JClKREZiuYDV5O1QQyPkQkaFeMXjwI7VHaHy4jPBaRpgrquZXzhK0dSBjU3e6BgeZBMkMOMMeFbOAcksPTrBHyZnT6ck2LfDhIyWSNcrBCEeYxMgG3Ya7ovwbfqNICK0uXf7+XlXIcONgCZ+HEo9FuJqv+XQLntdsXt8CE8MWHPsEbCOeCQiT1AJsB9MX8bBV14BrBAJgAAq0AmDgGhMvBLQCbAIUAofwnIRHoo7w395CDwYM8HMpEY3lhlw5Kzn2Ge57quaWqDynNtexq0nE8uThvHkZaBQCzOBDKRErme57XRdVlEi4nfS0nCS3U52yK8hwg4CMhEGlQ9m3euT6MlVc5F8duWJ3J5BZm7aVeFBUcDmUiGrMW42h++6jC8LDrJ2ZIc6ENWyqSFJLTI/dsfcsquWi26YccGsA3IRDI4HznhKHef/h//u1wRa/9z8Flndpk5cCiQiTTwYkR7IaasbkCVCNq25SI0vv4s618Of/gKz3BNxPgZFrmRasz3OZ2RCFx2uOSsPCHj+47aY4K5SRGN9wCZ2Iv53L3CXjpBdf1oT21n0SG17fjyN11ClalUKSS1G4h9wjzPq6pSSycorEgzDhQ+kKelot6Buia8mjsXcI0/uhie3ZAeBxXFlWemoltVVclTURlb+TX1VGXx5OWzAsU7w0AnA5lIAy8xUptByGrIzv0mnG3dWbRSlWYO7HJIyBFY1ub0XYYq68aBgEDt0jzPWRYD18M6qDZAslEiy06HPVESszcqSAVkIgHOzXsIWRmFoXqNATPBnixQG9U4t66wa6iyQ+Erw884a1vLQEPgWFKBQJ1h2hGPy0zGnI2tKvqjXaXC3jEUHAdkYhcxsXe1owzvIsmlwNmZ52P5ELLJKeJAAYjlc8OB7G97AeqHwzBIY8G56VYmtgKifYDkFco5BbmtUZ7nVAGYSjCqPaKXv6Xi6mZppkNuIyp3V6B4Std1Uj7kM+TbdO66yrbGnprRIAbIRALCFetlH7AjF3IHCrb5ZSe0CzSYv12zqRBD4HpYemRxGvuc0tWXFaLCexFKjVO7e2VWgpl0vuya1Er47G1yw7eJ0odHA5nYi+wAzvk57oG+PcH5cDat7a16+cvLZ1Em385U6pKk08HnlOkYMn+UBv9A2SuOWfI5+crldjjyKHufZHU2WdXO3qbQaS/wc3hzzus5QCb2slq+mT/1FW6yt/kJ79TEn3LCsu3pqA4mDX5fGSu+TvoCxxoCk45KAZdPmZA7rdjbLNuw7WDvmumbzkDh7HOATOzFWDvcqk95exjfGewa+c7t5xj+NFC3jrurlInwZXAvVTKhJiMldv4CWw2qUj5fQCBr296YL7Aj5IL6+icCmdhLpDUR8J9XZULNPnwlE+TVx+QjqT1pYwKEtovh26qXZSJwzXJihY5d3SbX3q3Hd3KwB8jEXlZlgnq1s38qg9x2Opydij8N9A3uwCRP/BOBlZo+mXB2URXRkDKR/eHcajhGJvhYXxYmfx/WxDlAJvZib4StoKYcCLNxZ7CtCWc4g/uGs8+r/EWSiVWnQxop1Cf5DAFl4e9wWNS3ozdHGQKlImSclW7cNyHK17wa9wFJgEzsJSwTto8gM47pH9zW7ZkO56QAd0653blCnZN6oJy8DFwG/aicR1g8NoucMaW/+HbQ5bM5Q5j0FxYF/o6KTdiEgzggFZCJBHBjtaN9Kl/A7vZs28tswkBsYvnMlQrPFDqzNp05YPZsi5zCdP6KzM7m+5LJkXIWRoqps8/zrhxZ9ISoTP2G03EokIldqHk72z6XMsHfoXWZwzDIzCvZE9TcpO+cnLZIWZjGGM7sVH1eJWuXZUnJoLRi1ZnatPwZNXx5crmKVDfZS1lclNVgPjf7a5pGduxhGORT4rv2yYTtWCF4eSiQiQTIymv2p7J72MsZ6C+qoYdlYvnMsOLzyJOrepzS6ZDWjdqnU/VGGY/k79uLR+Rd+2ITi5WsTQtDqVKmPJuMnigzTREzZQuSAJlIgPHXrbKtCRvfgqssuEpaZnk7kabN6tKvzBPd9K375CtUedwkE6RZtiPgXPmafWqHPIrNGWWmqVgG1pIfDWQiDdyg7egDr+wahkHWj6A13c4mHlnukSrcKIuAlnXxgSq/m7qcUi7aZNTn3pNXYotdWZZd1wXiJs6Zna7rnGejAhZ8DWpxV8Cbs80WkBzIRBoC1atU3oQRZaB8Z6MoQ2RYjrYFodWWvgpXKoOLQhJUQStyKnGapl4Q0C9Sw/DOxvM803natg1U8ZrnuW1bVbGGYOHbVrMbfAVkIhk89KnpCc6bOMJ5jjynneiZ/CfOBMUmTgYykQA15ycVQdrGl/Q3lQS5c811wluwEzfij1LOyA2F7MeATKTETrJ2asf5/FJJODn/AlPiHCATKbFzomUI80KZkCmVTx97wxnc4AggEymRVZg4J5oj+Rc6HTyv+XRrIpCXAY4DMpEemkHgRtz3PdV9vPCS5nmmWc+npxhQvqZdJg8cCmQCPIzAZkLgICATAIAVIBMAgBX+A0uwxcGeBciAAAAAAElFTkSuQmCC" width="200" /></a><span style="font-family: "verdana" , sans-serif;">One
of the essential tools of a hospital doctor is access to reliable and
safe anaesthetics. Today, Propofol is one of the most commonly used
general anaesthetics </span><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;">and forms subject of this post</span>.
Its chemical structure is shown on the left and, as I think you can
see, it looks a little like the side chain of the proteogenic amino acid
tyrosine (Tyr or Y), or, as the chemical name indicates, the commonly
used disinfectant, phenol (which your grandparents would have called
carbolic acid, or simply carbolic). Today, you will find phenol in small
quantities in many products, largely owing to the low cost of
production and its general disinfectant properties. It is an ingredient
in many oral hygiene products, soaps, cosmetics and is a measurable
component of Islay Scotch Whisky! Now we are getting closer to the
anaesthetic properties of propofol! I should provide a definition and
the etymology of the word anaesthesia, before I go any further. The word
(sometimes without the second "a") was introduced by the famous American
Poet, Medic and Social reformer <a href="https://en.wikipedia.org/wiki/Oliver_Wendell_Holmes_Sr.">Oliver Wendell Holmes</a> in 1846, to describe the inhibition of sensation: and is derived from the Greek </span><span style="font-size: small;"><span lang="grc">αν-</span>, <i>an-</i>,</span> <span style="font-family: "verdana" , sans-serif;">"without"</span>; <span style="font-family: "verdana" , sans-serif;">and</span> <span lang="grc">αἴσθησις</span>, <i>aisthēsis</i>, <span style="font-family: "verdana" , sans-serif;">"sensation")<sup>.</sup></span> <br />
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" width="200" /></a><span style="font-family: "verdana" , sans-serif;">Phenol,
the "molecular core" of propofol, was first isolated in the early 19th
century in coal tar and later in petroleum. The dissociation of the
"12-o'clock" OH at high pH, makes phenol a weak acid: the benzene ring
draws electrons asymmetrically from the oxygen, facilitating release of
a proton and supporting (I assume) inter-molecular hydrogen bonding.
Hydrogen bonding, together with ring related van der Waal's
interactions, gives phenol its relatively high melting point (around 40
degrees C). It is a white crystalline solid (RHS) at room temperature,
but is hygroscopic (that volatile alcohol group again) and is often a
bit of a mess in a bottle in the summer! Getting back to propofol, my
question is really how can the basic skeleton of phenol in conjunction
with a symmetrical pair of isopropyl groups (-CH3-CH2-CH3), make most
humans fall fast asleep in a couple of minutes! </span><br />
<br />
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjea4Bum9UvxjhtLNrRTEJh6IhdoG7iazitcrjiLuqK3WXIuaQa2MFwgWIXa4P-82fBzFi2j1Gr04d-lpP_jLfB4s5UnK7uy-q3viHjjq0-mDCWbz3HqvPfHE2i5i75hTrfTnKh8p3Om3Ii/s1600/ether.png" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="130" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjea4Bum9UvxjhtLNrRTEJh6IhdoG7iazitcrjiLuqK3WXIuaQa2MFwgWIXa4P-82fBzFi2j1Gr04d-lpP_jLfB4s5UnK7uy-q3viHjjq0-mDCWbz3HqvPfHE2i5i75hTrfTnKh8p3Om3Ii/s200/ether.png" width="200" /></a><span style="font-family: "verdana" , sans-serif;">The
first general anaesthetics to be introduced into modern medicine (I shall not discuss natural products here), follow the path of
the European Industrial Revolution and the birth of the Chemical
Industry. Joseph Priestly suggested the application of nitrous oxide
(laughing gas, N2O) at the turn of the 19th century and, following the
ancient uses of extracts of poppy, opium and morphine became (and
remain) potent analgaesics (without pain, as opposed to sensation), in
intensive therapies and surgery. But the most widely used anaesthetics
in the second half of the 19th century included ether (diethyl ether)
and chloroform. As you will appreciate, the rate of diffusion of these
gases is an important feature of their rapid action in creating
sleepiness and hallucinogenic effects.</span><br />
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" width="200" /></a><span style="font-family: "verdana" , sans-serif;">Propofol
was first discovered nearly 50 years ago at ICI, Cheshire (I assume
Macclesfield) and a patent filed under the number ICI 35868: clinical
trials were first reported in 1977. Unlike phenol, propofol is tricky to
formulate, since it is much less soluble in aqueous solution, and is
prepared as more of an emulsion. [I wont discuss formulation any further
here, but this is a critical aspect of the development of any drug, or
personal care product, as you can imagine, but one that is less
frequently discussed; look here if you are interested in <a href="http://anesthesiology.pubs.asahq.org/article.aspx?articleid=1926210">formulation</a>.] It has been shown that propofol binds to a range of proteins <i>in vivo</i>
including serum albumin, but more recently, its interaction with the
GABA receptor has been proposed as a key part of its effectiveness as an
anaesthetic (</span><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;">shown right is the proposed interaction between a derivative of propofol with a transmembrane region of the GABA-A receptor</span>), from work by a US-UK collaboration between the laboratories
of <a href="https://www.ncbi.nlm.nih.gov/pmc/articles/PMC3951778/">Evers and Franks</a>) </span><br />
<br />
<a href="https://upload.wikimedia.org/wikipedia/commons/thumb/6/62/GABA.png/220px-GABA.png" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img alt="" border="0" class="thumbimage" data-file-height="619" data-file-width="1859" height="73" src="https://upload.wikimedia.org/wikipedia/commons/thumb/6/62/GABA.png/220px-GABA.png" width="220" /></a><span style="font-family: "verdana" , sans-serif;">My
final point about general anaesthetics, such as propofol, relates to
their mechanism of action. Understanding the mode of action of these
compounds is a real challenge for Molecular Biologists. Clearly,
propofol and GABA </span><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;">(gamma amino butyric acid, shown left) </span>are
unlikely to be competitive inhibitors! It seems clear to me that this
is an area of research that requires a "systems biology" approach
combined with high resolution structural biology (the work on mapping
the GABA-A site came from the use of tagged profolol analogues). The
interference with nerve transmission via chemical events and electrical
events (such as those orchestrated by our portfolio of ion channels),
appears to underpin the anaesthetic properties of molecules like
propofol, but rationalising, improving and making future anaesthetics
safer is such a key area of pharmacology, that I hope this molecule of
the month might stimulate further discussion with students who have a
general interest in the Molecular Life Sciences. Oh and Happy New Year
to all of my readers!</span></div>
Unknownnoreply@blogger.com1tag:blogger.com,1999:blog-2636689120000745345.post-89148015997664509312016-11-27T18:01:00.001+00:002016-11-27T18:01:53.822+00:00A molecule for Christmas. How cells wrap their genes.<div dir="ltr" style="text-align: left;" trbidi="on">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgY06-qy1YvPx0IfB_W4Y2VyDFGty0plooYF8AfbcWvfA6KQoCXslvFGDlANAazKnetGmHgZYMrB_udu69WjS_SG4_fzj9uxkLIx801NGGmXCHVSwUZwLXT_TSlWo17NyEBDQ-CAuHpAFvx/s1600/plantmitosis.png" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="104" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgY06-qy1YvPx0IfB_W4Y2VyDFGty0plooYF8AfbcWvfA6KQoCXslvFGDlANAazKnetGmHgZYMrB_udu69WjS_SG4_fzj9uxkLIx801NGGmXCHVSwUZwLXT_TSlWo17NyEBDQ-CAuHpAFvx/s320/plantmitosis.png" width="320" /></a><span style="font-family: "verdana" , sans-serif;">Thanks to the pioneering work of scientists from <a href="https://en.wikipedia.org/wiki/Gregor_Mendel">Gregor Mendel</a> and <a href="http://www.dnaftb.org/15/bio.html">Friedrich Miescher</a> to Watson and Crick <span style="font-family: "verdana" , sans-serif;">together with </span>the many scientists <span style="font-family: "verdana" , sans-serif;">making u<span style="font-family: "verdana" , sans-serif;">p </span></span>the <a href="http://www.hugo-international.org/About-us">Human Genome Organization</a>,</span><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"> </span>we
all now know that there are around 20, 000 genes that make us what we
are; and they're wrapped up inside the nucleus of every cell [there are
some cell types that have no nuclei, but they wont concern us here]. In
the spirit of Christmas, when for some of us, wrapping gifts is a bit of
a nightmare, while for others, it is something they love to do, I am
going to look at <span style="font-family: "verdana" , sans-serif;">one of </span>Nature's most impressive example of wrapping. I am referring to the way in which <span style="font-family: "verdana" , sans-serif;">6</span> billion base pairs of DNA, measuring nearly <span style="font-family: "verdana" , sans-serif;">1</span>
metre in length, are packaged inside a nucleus whose diameter is around
3 millionths of a meter! Just stop and think of the challenge, for one
minute! I think this is one of Nature's most incredible "achievements". <span style="font-family: "verdana" , sans-serif;">The image a(top left) shows <span style="font-family: "verdana" , sans-serif;">a</span> classic light microscop<span style="font-family: "verdana" , sans-serif;">y slide of onion root tip cells, showing the familiar <span style="font-family: "verdana" , sans-serif;">organisation of the chromosomes <span style="font-family: "verdana" , sans-serif;">during cell division.</span></span></span></span> Before we see how the work of biochemists and structural biologists has s<span style="font-family: "verdana" , sans-serif;">hed light on th<span style="font-family: "verdana" , sans-serif;">is core feature of genetics, let's get a feel for the "scale" of the problem.</span></span></span><br />
<br />
<span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><b>The metrics</b>. <span style="font-family: "verdana" , sans-serif;">Using</span> Watson and Crick<span style="font-family: "verdana" , sans-serif;">'s model for the "average" dimensions of B form DNA: base pair length x total number of base pairs is given by (0.34 × 10<sup>-9</sup> x <span style="font-family: "verdana" , sans-serif;">3</span> × 10<sup>9</sup>)m<span style="font-family: "verdana" , sans-serif;">, </span>providing an esti<span style="font-family: "verdana" , sans-serif;">mate for the length of DNA in one nucleus as <span style="font-family: "verdana" , sans-serif;">1</span><span style="font-family: "verdana" , sans-serif;">m.<span style="font-family: "verdana" , sans-serif;"> The cross section of <span style="font-family: "verdana" , sans-serif;">a DNA double helix, by comparison is </span></span></span></span></span></span></span></span><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;">2.1</span> × 10<sup>-9</sup></span></span></span></span></span></span></span></span></span></span></span></span><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;">m. Again, we have another challenging set of measurements: the length of the genome is approximately<span style="font-family: "verdana" , sans-serif;"> <u><span style="font-family: "verdana" , sans-serif;">half a </span>billion </u>times longer than it is wide! [For comparison, a human hair of length 5cm is <span style="font-family: "verdana" , sans-serif;">only <u>500 </u>times longer than it is <span style="font-family: "verdana" , sans-serif;">in cross section].</span> </span>If we calculate the volume of the genome (assuming for simplicity, that it is a continuous double helix), <span style="font-family: "verdana" , sans-serif;">using these ancient formulae for all calculation<span style="font-family: "verdana" , sans-serif;">s:</span></span></span></span></span></span></span></span></span></span></span></span><br />
<br />
<div class="gmail-separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgtXNzY0OzzRWTc2rEgTQjTP04LZpUO2sIo7YgB7YxdGACy_KpdNd0BAIgMuhKvlqE0Miz6iGr4IjPsyqtWevadS7AebODY7gvJ7rYrkVdjEzRDqXgmlKErOz4lucE50g_48eIYGvyiqmRp/s1600/volumeequations.png" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="81" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgtXNzY0OzzRWTc2rEgTQjTP04LZpUO2sIo7YgB7YxdGACy_KpdNd0BAIgMuhKvlqE0Miz6iGr4IjPsyqtWevadS7AebODY7gvJ7rYrkVdjEzRDqXgmlKErOz4lucE50g_48eIYGvyiqmRp/s200/volumeequations.png" width="200" /></a></div>
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<span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;">we <span style="font-family: "verdana" , sans-serif;">obtain </span></span></span></span></span></span></span></span></span></span></span><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;">a volume of <span style="font-family: "verdana" , sans-serif;">approx</span></span></span></span></span></span></span></span></span></span></span><span style="color: black; font-family: "calibri"; font-size: 18pt;"> <span style="font-size: small;"><span style="font-family: "verdana" , sans-serif;">7 x 10</span></span></span><span style="font-size: small;"><span style="font-family: "verdana" , sans-serif;"><span style="color: black; vertical-align: super;">-18</span></span></span><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"> </span></span></span></span></span></span></span></span></span></span></span></span></span><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;">m</span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="color: black; vertical-align: super;">3</span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span>.<span style="font-family: "verdana" , sans-serif;"> [The accepted (mean) dimensions of cells, nuclei and nucleic acids are given in the Table below<span style="font-family: "verdana" , sans-serif;">]. T</span>he <span style="font-family: "verdana" , sans-serif;">dimensions of the cell nucleus:<span style="font-family: "verdana" , sans-serif;"> a sphere of </span>radius</span></span></span></span></span></span></span></span></span></span></span></span></span></span><span style="font-family: "verdana" , sans-serif;"><span style="color: black;"> 1.5 x 10</span><span style="color: black; vertical-align: super;">-6</span></span><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"> </span>m, give a volume of<span style="font-family: "verdana" , sans-serif;"> <span style="font-family: "verdana" , sans-serif;">around </span></span><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;">0.12</span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="color: black;"> x 10</span><span style="color: black; vertical-align: super;">-1<span style="font-family: "verdana" , sans-serif;">5</span></span></span><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;">m</span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="color: black; vertical-align: super;">3</span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span>. I realise this is an over-simplification, but it does show that there is <span style="font-family: "verdana" , sans-serif;">enough space to accom<span style="font-family: "verdana" , sans-serif;">modate the genome<span style="font-family: "verdana" , sans-serif;"> as a simple Watson and Crick duple<span style="font-family: "verdana" , sans-serif;">x. However, this isn't how it is done, since a continuous<span style="font-family: "verdana" , sans-serif;">, long cylinder needs to be bent, at least to pack it into a spherical nucl<span style="font-family: "verdana" , sans-serif;">eus. Just think of the Ikea flat pack concept: they can reassemble parts, <span style="font-family: "verdana" , sans-serif;">the </span>nucleus has to keep the genome intact (or at <span style="font-family: "verdana" , sans-serif;">least its chromosomes)</span>!</span></span> The key to genome packaging in nuclei is the nucleosome<span style="font-family: "verdana" , sans-serif;">: the <span style="font-family: "verdana" , sans-serif;">molecule of the month!</span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh_y0NCwyDPocbtVhBJwlkpyoj7CtpE5xTmsp-SJN5ljvnosj6VAjyczKJCZFg6lE4kRN7FqRY18aRURfWn2ZruF2j-QY6WBgLqcYWxBNGJVf-VxcvemLoI-d5tWuIICfHSHYpECXnTN6tb/s1600/octamer.png" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="166" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh_y0NCwyDPocbtVhBJwlkpyoj7CtpE5xTmsp-SJN5ljvnosj6VAjyczKJCZFg6lE4kRN7FqRY18aRURfWn2ZruF2j-QY6WBgLqcYWxBNGJVf-VxcvemLoI-d5tWuIICfHSHYpECXnTN6tb/s200/octamer.png" width="200" /></a></div>
<span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;">The <span style="font-family: "verdana" , sans-serif;">nucleosome is the name given to t</span><span style="font-family: "verdana" , sans-serif;">he fundamental packaging unit of eukaryotic chromosomes<span style="font-family: "verdana" , sans-serif;">: it <span style="font-family: "verdana" , sans-serif;">is built from a </span>protein core</span> <span style="font-family: "verdana" , sans-serif;">comprising </span>the "histone octamer". This is an eight subunit cylinder/sphere comprising the histone proteins </span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span><span style="font-family: "verdana" , sans-serif;"><span class="gmail-_Tgc">H2A, H2B, H3 and H4, around which 1<span style="font-family: "verdana" , sans-serif;">46</span> base pairs of DNA are wrapped, with the histone H1 providing <span style="font-family: "verdana" , sans-serif;">an </span>organising
"cap" [see left]. If we now calculate the theoretical volume occupied
by the genome in nucleosomal units (with the dimensions shown in the
figure), by simply dividing the genome size by 150 (the "rounded" number
of bases pairs wrapped around the nucleosome, to simplify the
calculation), we end up with the following. There are (6, 000, 000,
000)/ 150 possible nucleosomes: 40, 000, 000. The dimensions of each
nucleosome are: radius 5nm, height 6nm: the volume is therefore approx
100 x </span></span><span style="color: black; font-family: "calibri"; font-size: 18pt;"><span style="font-size: small;"><span style="font-family: "verdana" , sans-serif;">10</span></span></span><span style="font-size: small;"><span style="font-family: "verdana" , sans-serif;"><span style="color: black; vertical-align: super;">-27</span></span></span><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"> </span></span></span></span></span></span></span></span></span></span></span></span></span><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;">m</span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="color: black; vertical-align: super;">3</span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span><span style="font-family: "verdana" , sans-serif;"><span class="gmail-_Tgc"> and there are 40,000,000 of them, which adds up to a total volume of approximately 4 x </span></span><span style="color: black; font-family: "calibri"; font-size: 18pt;"><span style="font-size: small;"><span style="font-family: "verdana" , sans-serif;">10</span></span></span><span style="font-size: small;"><span style="font-family: "verdana" , sans-serif;"><span style="color: black; vertical-align: super;">-1<span style="font-family: "verdana" , sans-serif;">8</span></span></span></span><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;">m</span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="color: black; vertical-align: super;">3</span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span><span style="font-family: "verdana" , sans-serif;"><span class="gmail-_Tgc">. Which suggests th<span style="font-family: "verdana" , sans-serif;">at chromosomes occupy <span style="font-family: "verdana" , sans-serif;">a l<span style="font-family: "verdana" , sans-serif;">ittle above </span></span>3% of the total nuclear volume<span style="font-family: "verdana" , sans-serif;">.</span></span><span style="font-family: "verdana" , sans-serif;"> If we use the base pair volume for this calculation we obtain a volumetric percentage as 2.5%.<span style="font-family: "verdana" , sans-serif;"> </span>The b</span><span style="font-family: "verdana" , sans-serif;">asic published metrics for an average human cell (excluding sperm and oocytes) are taken from the Harvard h<span style="font-family: "verdana" , sans-serif;">osted, <a href="http://bionumbers.hms.harvard.edu/default.aspx">Bionumbers </a>web site. In my book this is pretty impressive packing<span style="font-family: "verdana" , sans-serif;">!</span></span></span></span></span><br />
<br />
<span style="font-family: "verdana" , sans-serif;"><span class="gmail-_Tgc"><span style="font-family: "verdana" , sans-serif;">
</span></span></span><br />
<table border="1" cellpadding="0" cellspacing="0" class="gmail-MsoTableGrid" style="border-collapse: collapse; border-color: -moz-use-text-color; border-image: none; border-style: none; border-width: medium; width: 395px;">
<tbody>
<tr style="height: 20.8pt;">
<td style="background: rgb(255, 192, 0) none repeat scroll 0% 0%; border-color: -moz-use-text-color; border-image: none; border-style: solid; border-width: 1pt; height: 20.8pt; padding: 0cm 5.4pt; width: 125.9pt;" valign="top" width="168"><div class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;">
<b><span style="font-family: "courier new"; font-size: 16pt;">Component</span></b></div>
</td>
<td style="background: rgb(255, 192, 0) none repeat scroll 0% 0%; border-color: -moz-use-text-color; border-image: none; border-style: solid; border-width: 1pt; height: 20.8pt; padding: 0cm 5.4pt; width: 6cm;" valign="top" width="227"><div class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;">
<b><span style="font-family: "courier new"; font-size: 16pt;">Volume(m<sup>3</sup>)</span></b></div>
</td>
</tr>
<tr style="height: 21.1pt;">
<td style="border-color: -moz-use-text-color; border-image: none; border-style: solid; border-width: 1pt; height: 21.1pt; padding: 0cm 5.4pt; width: 125.9pt;" valign="top" width="168"><div class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;">
<span style="font-family: "courier new"; font-size: 16pt;">Cell</span></div>
</td>
<td style="border-color: -moz-use-text-color; border-style: none solid solid none; border-width: medium 1pt 1pt medium; height: 21.1pt; padding: 0cm 5.4pt; width: 6cm;" valign="top" width="227"><div class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;">
<span style="font-family: "courier new"; font-size: 16pt;"> 3.00 x 10<sup>-15</sup></span></div>
</td>
</tr>
<tr style="height: 20.8pt;">
<td style="border-color: -moz-use-text-color; border-image: none; border-style: solid; border-width: 1pt; height: 20.8pt; padding: 0cm 5.4pt; width: 125.9pt;" valign="top" width="168"><div class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;">
<span style="font-family: "courier new"; font-size: 16pt;">Nucleus</span></div>
</td>
<td style="border-color: -moz-use-text-color; border-style: none solid solid none; border-width: medium 1pt 1pt medium; height: 20.8pt; padding: 0cm 5.4pt; width: 6cm;" valign="top" width="227"><div class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;">
<span style="font-family: "courier new"; font-size: 16pt;"> 0.12 x 10<sup>-15</sup></span></div>
</td>
</tr>
<tr style="height: 21.05pt;">
<td style="background: rgb(219, 229, 241) none repeat scroll 0% 0%; border-color: -moz-use-text-color; border-image: none; border-style: solid; border-width: 1pt; height: 21.05pt; padding: 0cm 5.4pt; width: 125.9pt;" valign="top" width="168"><div class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;">
<span style="font-family: "courier new"; font-size: 16pt;">Nucleosome</span></div>
</td>
<td style="background: rgb(219, 229, 241) none repeat scroll 0% 0%; border-color: -moz-use-text-color; border-style: none solid solid none; border-width: medium 1pt 1pt medium; height: 21.05pt; padding: 0cm 5.4pt; width: 6cm;" valign="top" width="227"><div class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;">
<span style="font-family: "courier new"; font-size: 16pt;"> 94.00 x 10<sup>-27</sup></span></div>
</td>
</tr>
<tr style="height: 20.65pt;">
<td style="background: rgb(219, 229, 241) none repeat scroll 0% 0%; border-color: -moz-use-text-color; border-image: none; border-style: solid; border-width: 1pt; height: 20.65pt; padding: 0cm 5.4pt; width: 125.9pt;" valign="top" width="168"><div class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;">
<span style="font-family: "courier new"; font-size: 16pt;">Base-pair</span></div>
</td>
<td style="background: rgb(219, 229, 241) none repeat scroll 0% 0%; border-color: -moz-use-text-color; border-style: none solid solid none; border-width: medium 1pt 1pt medium; height: 20.65pt; padding: 0cm 5.4pt; width: 6cm;" valign="top" width="227"><div class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;">
<span style="font-family: "courier new"; font-size: 16pt;"> 1.00 x 10<sup>-27</sup></span></div>
</td>
</tr>
</tbody></table>
<span style="font-family: "verdana" , sans-serif;"><span class="gmail-_Tgc"><span style="font-family: "verdana" , sans-serif;">
</span></span></span>
<br />
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<span style="font-family: "verdana" , sans-serif;"><span class="gmail-_Tgc"><span style="font-family: "verdana" , sans-serif;">If you are not so con<span style="font-family: "verdana" , sans-serif;">fident with <span style="font-family: "verdana" , sans-serif;">unit conversions, remember that when a unit is cubed, you must remember to cube the powers: for example:</span></span></span></span></span></div>
<div class="MsoNormal">
<span style="font-family: "verdana" , sans-serif;"><span class="gmail-_Tgc"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;">
</span></span></span></span></span></div>
<div class="MsoNormal">
<span class="gmail-_Tgc"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><b><span style="font-family: "courier new"; font-size: 16pt; line-height: 115%;">1mm<sup>3</sup>
= 1x10<sup>-9</sup>m<sup>3</sup></span></b></span></span></span></span></div>
<span class="gmail-_Tgc"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;">
</span></span></span></span><span style="font-family: "verdana" , sans-serif;"><span class="gmail-_Tgc"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;">
</span></span> </span></span></span><br />
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj0bpbQsPdnr_rM6BSwjyfREPgcczyu1e-8dpwXGvhLL2VXCM-TXP-hNyXR-yvGrj5zMOyTgPc7nYS495eaplg_9DqmYUt3nR3GGBBnk2Ux6ygn5yLuqnaJmP7xxAxRCwc-V7NFWyD5ReEY/s1600/nucleusgfp.png" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="200" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj0bpbQsPdnr_rM6BSwjyfREPgcczyu1e-8dpwXGvhLL2VXCM-TXP-hNyXR-yvGrj5zMOyTgPc7nYS495eaplg_9DqmYUt3nR3GGBBnk2Ux6ygn5yLuqnaJmP7xxAxRCwc-V7NFWyD5ReEY/s200/nucleusgfp.png" width="188" /></a><br />
<span style="font-family: "verdana" , sans-serif;"><span class="gmail-_Tgc"><span style="font-family: "verdana" , sans-serif;">Let's <span style="font-family: "verdana" , sans-serif;">now shi<span style="font-family: "verdana" , sans-serif;">ft the emphasis </span></span>from metrics back to <span style="font-family: "verdana" , sans-serif;">molecular cell biology</span>.<span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"> </span></span></span></span></span><span style="font-family: "verdana" , sans-serif;"><span class="gmail-_Tgc"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;">The <span style="font-family: "verdana" , sans-serif;">acquisition </span></span></span></span></span></span><span style="font-family: "verdana" , sans-serif;"><span class="gmail-_Tgc"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;">of a nucleus </span></span></span></span></span><span style="font-family: "verdana" , sans-serif;"><span class="gmail-_Tgc"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;">by a prokaryotic cell, is considered to be one of the <span style="font-family: "verdana" , sans-serif;">land<span style="font-family: "verdana" , sans-serif;">marks <span style="font-family: "verdana" , sans-serif;">of </span>evolution. <span style="font-family: "verdana" , sans-serif;">It is generally accepted that cells without (or rather before) nuclei, <i>pro</i>karyotes, preceded <span style="font-family: "verdana" , sans-serif;">thos<span style="font-family: "verdana" , sans-serif;">e in which the genome <span style="font-family: "verdana" , sans-serif;">is </span> <span style="font-family: "verdana" , sans-serif;">sequestered in <span style="font-family: "verdana" , sans-serif;">a membrane bound n<span style="font-family: "verdana" , sans-serif;">ucleus (shown left): the <i>eu</i>karyota. A question that <span style="font-family: "verdana" , sans-serif;">is surely worth a tutorial discussion is<span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"> whether </span>prokaryotes have histones, and if they do are they anything like eukaryotic histones (see the structural information below)? <span style="font-family: "verdana" , sans-serif;">Moreover, was the appearance of histones (or their molecular pre<span style="font-family: "verdana" , sans-serif;">-decessors) <span style="font-family: "verdana" , sans-serif;">a </span>first step on the way to compartmentalisation of the genome? For <span style="font-family: "verdana" , sans-serif;">m</span>olecular <span style="font-family: "verdana" , sans-serif;">b</span>iologists, with access to vast amounts of genomic data, the first port of call <span style="font-family: "verdana" , sans-serif;">might well </span>be the <a href="https://www.ncbi.nlm.nih.gov/">NCBI </a>(or similar). Searching for the term "histone" (<span style="font-family: "verdana" , sans-serif;">amongst </span>the protein coding sequences<span style="font-family: "verdana" , sans-serif;">)</span> throws up over three quarters of a million hits! If I now perform a simple BLAST search <span style="font-family: "verdana" , sans-serif;">(listing say, 1000 <span style="font-family: "verdana" , sans-serif;">sequences) </span>with the terms <span style="font-family: "verdana" , sans-serif;">appropriate for the human Histone H2A</span></span> [Histone H2A <i><span style="font-family: "verdana" , sans-serif;">H</span>omo sapiens</i>] (you can read about this in an earlier post <a href="http://undergradtutorialblog.blogspot.co.uk/2016/08/enzymology-1966-2016-mike-blackburn-and.html">here</a>), I <span style="font-family: "verdana" , sans-serif;">obtain <span style="font-family: "verdana" , sans-serif;">a set of almost identical sequences in species ran<span style="font-family: "verdana" , sans-serif;">ging from human through <i>Drosophila </i>to <i>sea anenomes</i>. </span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span><br />
<br />
<span style="font-family: "verdana" , sans-serif;"><span class="gmail-_Tgc"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;">Clearly<span style="font-family: "verdana" , sans-serif;">, one immediate conclusion is that on<span style="font-family: "verdana" , sans-serif;">ce <span style="font-family: "verdana" , sans-serif;">h</span>istones (H2A in this case) <span style="font-family: "verdana" , sans-serif;">appeared<span style="font-family: "verdana" , sans-serif;"> on earth</span></span>, they remained <span style="font-family: "verdana" , sans-serif;">unchanged </span>(at t<span style="font-family: "verdana" , sans-serif;">he primary structural level) <span style="font-family: "verdana" , sans-serif;">over </span></span>many <span style="font-family: "verdana" , sans-serif;">generations </span>of evolution. <span style="font-family: "verdana" , sans-serif;">The same results are obtained for the other core histone octamer components (but don't <span style="font-family: "verdana" , sans-serif;">just take my word for it<span style="font-family: "verdana" , sans-serif;">,</span></span> try it for yourselves, it's free! I am writing a detailed post on how to BLAST<span style="font-family: "verdana" , sans-serif;">, which should follow over the holidays</span>). All of this suggests that on the one hand, the early histones hit upon a s<span style="font-family: "verdana" , sans-serif;">olu<span style="font-family: "verdana" , sans-serif;">tion that was and remains, fit for p<span style="font-family: "verdana" , sans-serif;">urpose, but it also makes me think "why 4 different histones"? <span style="font-family: "verdana" , sans-serif;">If I now <span style="font-family: "verdana" , sans-serif;">perform a pairwise BLAST between human </span></span><span style="font-family: "verdana" , sans-serif;">Histones H2A and H2B <span style="font-family: "verdana" , sans-serif;">I get (what to me <span style="font-family: "verdana" , sans-serif;">was at first, and actually still is</span>) an unexpected result. Whi<span style="font-family: "verdana" , sans-serif;">lst both proteins have a net positive charge, they <span style="font-family: "verdana" , sans-serif;">are quite different in terms of primary structure. I wont show the alignment: it is too weak (less than 25% <span style="font-family: "verdana" , sans-serif;">similarity)</span>, but <span style="font-family: "verdana" , sans-serif;">it is worth </span>looking at these relatively short sequences, both <span style="font-family: "verdana" , sans-serif;">of which co<span style="font-family: "verdana" , sans-serif;">ntain </span></span>over 25% positive (Lys and A<span style="font-family: "verdana" , sans-serif;">rg) side chains. </span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span><br />
<br />
<pre class="gmail-genbank"><b>Histone H2B (19 K and 8 R residues)</b></pre>
<pre class="gmail-genbank"><b> </b></pre>
<pre class="gmail-genbank"><span class="gmail-ff_line" id="gmail-gi_510991_1">mpepaksapa pkkgskkavt kaqkkdgkkr krsrkesysi yvykvlkqvh pdtgisskam</span>
<span class="gmail-ff_line" id="gmail-gi_510991_61">gimnsfvndi feriageasr lahynkrsti tsreiqtavr lllpgelakh avsegtkavt</span>
<span class="gmail-ff_line" id="gmail-gi_510991_121">kytssk</span></pre>
<br />
<pre class="gmail-genbank"><b>Histone H2A (14 K and 12 R residues)</b></pre>
<pre class="gmail-genbank"><b> </b></pre>
<pre class="gmail-genbank"><span class="gmail-ff_line" id="gmail-gi_24496292_1">msgrgkqggk arakaktrss raglqfpvgr vhrllrkgny aervgagapv ylaavleylt</span>
<span class="gmail-ff_line" id="gmail-gi_24496292_61">aeilelagna ardnkktrii prhlqlairn deelnkllgk vtiaqggvlp niqavllpkk</span>
<span class="gmail-ff_line" id="gmail-gi_24496292_121">teshhkakgk</span></pre>
<span style="font-family: "verdana" , sans-serif;"><span class="gmail-_Tgc"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"> </span></span></span> </span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span><br />
<span style="font-family: "verdana" , sans-serif;"><span class="gmail-_Tgc"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;">The sequences above are worth <span style="font-family: "verdana" , sans-serif;">considering </span>for
a general discussion of protein primary structure and possibly suggest
how primary structure might drive tertiary structure (b<span style="font-family: "verdana" , sans-serif;">u<span style="font-family: "verdana" , sans-serif;">t I will leave this for t<span style="font-family: "verdana" , sans-serif;">u<span style="font-family: "verdana" , sans-serif;">tors).</span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span><br />
<br />
<span style="font-family: "verdana" , sans-serif;"><span class="gmail-_Tgc"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEibxrpG0_uPymiorSX5qwLUX73FH_SzNst564jIf97mQBi68kYqmqsUdePa4tDXJl98sOz72c-sz-cK-PrR4quqHsh5IGH1f_zzTsngPJ22z02H4M2v8_HGI4rn2ncCHvqritoK38xqeM9k/s1600/histone+dimer.png" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="97" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEibxrpG0_uPymiorSX5qwLUX73FH_SzNst564jIf97mQBi68kYqmqsUdePa4tDXJl98sOz72c-sz-cK-PrR4quqHsh5IGH1f_zzTsngPJ22z02H4M2v8_HGI4rn2ncCHvqritoK38xqeM9k/s200/histone+dimer.png" width="200" /></a>So
we now have to consider the histone octamer as a more complex unit,
rather than just a uniform sphere with a net positively charged surface.<span style="font-family: "verdana" , sans-serif;"> And we have to consider the co-evolution of the <span style="font-family: "verdana" , sans-serif;">h</span>istones: H<span style="font-family: "verdana" , sans-serif;">2A, H2B, H3 and H4<span style="font-family: "verdana" , sans-serif;">, since they are similar at one<span style="font-family: "verdana" , sans-serif;"> level, but quite distinct at another. <span style="font-family: "verdana" , sans-serif;">A</span>s <span style="font-family: "verdana" , sans-serif;">Flaubert once </span>said, <i>the devil is in the detail</i>. From experience however, I <span style="font-family: "verdana" , sans-serif;">would now like to know</span> whether the three dimensional structures of the<span style="font-family: "verdana" , sans-serif;">se histones a<span style="font-family: "verdana" , sans-serif;">re distin<span style="font-family: "verdana" , sans-serif;">ct or effectively the same. This <span style="font-family: "verdana" , sans-serif;">is very similar to one of the challenges</span><span style="font-family: "verdana" , sans-serif;"> </span>that faced Watson and Cric<span style="font-family: "verdana" , sans-serif;">k. They reasoned that DNA <span style="font-family: "verdana" , sans-serif;">is likely to be a (structurally) homogeneous polymer, but it is made <span style="font-family: "verdana" , sans-serif;">up of </span>4 different bases<span style="font-family: "verdana" , sans-serif;">. In fact two classes of 2 bases:</span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span><span class="gmail-_Tgc"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"> the </span>purines (adenine and guanine) and the pyrimidines (cytos<span style="font-family: "verdana" , sans-serif;">ine and thymine). Combined with Chargaff's rules, they reasoned that <span style="font-family: "verdana" , sans-serif;">purines pair with pyrimidines: specifically; A with T and G with C. </span>Are we observing a similar phenomenon? <span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;">Whilst </span><span style="font-family: "verdana" , sans-serif;">the </span>precise chemistries of the nucleotide bases are different; in order to pack 3 billion base pairs into a set of chromosomes, <span style="font-family: "verdana" , sans-serif;">the </span>double heli<span style="font-family: "verdana" , sans-serif;">cal <span style="font-family: "verdana" , sans-serif;">base pairs </span>G:C and A<span style="font-family: "verdana" , sans-serif;">:T <span style="font-family: "verdana" , sans-serif;">can be considered </span>effectively the same, in terms of their molecular envelope and surface properties<span style="font-family: "verdana" , sans-serif;">.</span></span></span></span></span></span></span></span></span> <span style="font-family: "verdana" , sans-serif;">Maybe the same logic applies to the histones<span style="font-family: "verdana" , sans-serif;">? The image at the top left<span style="font-family: "verdana" , sans-serif;"> is of <span style="font-family: "verdana" , sans-serif;">the </span>histone fold (follow the blue helices in H3). This struct<span style="font-family: "verdana" , sans-serif;">ure is found in all of the core histones<span style="font-family: "verdana" , sans-serif;">, as well as some other<span style="font-family: "verdana" , sans-serif;">
gene regulatory proteins. It is now well known that the core histones
possess a conserved 3D structure, in fact the sequence variations hide
the almost superimposable atomic configurations of the core histones. As
you can see from the figure, the formation of mixed dimers is
facilitated by complementarity of the sequences of H3 and H4, combined
with <span style="font-family: "verdana" , sans-serif;">this </span>structural "identity". The two histones lock together via a so-called <i>molecular handshake</i>
(shown top left). I think this is an excellent example of how
structural biology and genetics combine to make biochemical sense. I
would encourage you to look for yourself at these structures and
sequences in more detail via the various NCBI/PubMed resources. </span></span></span></span></span></span><br />
<br />
<a href="https://www.ncbi.nlm.nih.gov/pmc/articles/PMC3500211/bin/1479-7364-6-10-4.jpg" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img alt="An external file that holds a picture, illustration, etc.
Object name is 1479-7364-6-10-4.jpg" border="0" class="gmail-tileshop" height="199" src="https://www.ncbi.nlm.nih.gov/pmc/articles/PMC3500211/bin/1479-7364-6-10-4.jpg" title="Click on image to zoom" width="200" /></a><span style="font-family: "verdana" , sans-serif;"><span class="gmail-_Tgc"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;">To summarise then, the histones that <span style="font-family: "verdana" , sans-serif;">make up <span style="font-family: "verdana" , sans-serif;">the </span>core particle are individually</span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span><span style="font-family: "verdana" , sans-serif;"><span class="gmail-_Tgc"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"> highly conserved at the<span style="font-family: "verdana" , sans-serif;"> primary structure le<span style="font-family: "verdana" , sans-serif;">vel (e.g. human and yeast H2As), but not between each other (eg human H3 and H4). How<span style="font-family: "verdana" , sans-serif;">ever, all four core histones share <span style="font-family: "verdana" , sans-serif;">the same three dimensional fold, <span style="font-family: "verdana" , sans-serif;">and moreover, </span>they form heterodimers. Furthermore, it <span style="font-family: "verdana" , sans-serif;">has also been shown that the nucleic acid condensing protein from bacteria, HU, shares a similar fold to histone<span style="font-family: "verdana" , sans-serif;">s (see the figure <span style="font-family: "verdana" , sans-serif;">on the RHS<span style="font-family: "verdana" , sans-serif;">)</span></span>. </span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span><br />
<br />
<br />
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgdgY3yz47s2xuJSKF3Wuzg5KxRYjBrxRCwgH3FkOD4WXuLuMosJIQ_BhExGBeA94hTNM-NYMV2ai6fEqk-nmKeqRQwp4f-U_YftD8sCyj5oGumrBYVEwTw4CKu28UH1fxAmldoypFmcM-d/s1600/nucleosome.png" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="166" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgdgY3yz47s2xuJSKF3Wuzg5KxRYjBrxRCwgH3FkOD4WXuLuMosJIQ_BhExGBeA94hTNM-NYMV2ai6fEqk-nmKeqRQwp4f-U_YftD8sCyj5oGumrBYVEwTw4CKu28UH1fxAmldoypFmcM-d/s200/nucleosome.png" width="200" /></a><span style="font-family: "verdana" , sans-serif;"><span class="gmail-_Tgc"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;">I now want to look at the <span style="font-family: "verdana" , sans-serif;">work </span><span style="font-family: "verdana" , sans-serif;">from Cambridge (UK) which has included contributions from the Laboratory of Molecular Biology </span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span><span style="font-family: "verdana" , sans-serif;"><span class="gmail-_Tgc"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"> <a href="https://en.wikipedia.org/wiki/Aaron_Klug">Aaron Klug</a>'s group which included </span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span><span style="font-family: "verdana" , sans-serif;"><span class="gmail-_Tgc"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><a href="https://www.ethz.ch/content/specialinterest/biol/institute-molecular-biology-biophysics/richmond-group/en.html">Tim</a><span style="font-family: "verdana" , sans-serif;"><a href="https://www.ethz.ch/content/specialinterest/biol/institute-molecular-biology-biophysics/richmond-group/en.html"> </a><span style="font-family: "verdana" , sans-serif;"><a href="https://www.ethz.ch/content/specialinterest/biol/institute-molecular-biology-biophysics/richmond-group/en.html">Richmond</a><span style="font-family: "verdana" , sans-serif;">,</span> <span style="font-family: "verdana" , sans-serif;">who</span><span style="font-family: "verdana" , sans-serif;"> migrated his lab to Zurich <span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;">o</span>ver 20<span style="font-family: "verdana" , sans-serif;"> </span></span>years ago<span style="font-family: "verdana" , sans-serif;">.</span> Before <span style="font-family: "verdana" , sans-serif;">the </span>landmark structure of <span style="font-family: "verdana" , sans-serif;">the yeast RNA Pol II enzyme complex, the<span style="font-family: "verdana" , sans-serif;"> Nobel laureate </span></span><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><a href="https://en.wikipedia.org/wiki/Roger_D._Kornberg">Roger Kornberg</a> and <a href="http://www.bioc.cam.ac.uk/people/uto/thomas">Jean Thomas</a><span style="font-family: "verdana" , sans-serif;">, were also at Cambridge and <span style="font-family: "verdana" , sans-serif;">made key contributions to the nucleosome field. <span style="font-family: "verdana" , sans-serif;">The bea<span style="font-family: "verdana" , sans-serif;">utiful </span>image on the left is taken from Tim Richmond's lab web page</span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span><span style="font-family: "verdana" , sans-serif;">s The coloured histones<span style="font-family: "verdana" , sans-serif;"> form the "<span style="font-family: "verdana" , sans-serif;">medulla</span>", and the 146 base pair duplex is wrapped around them: <span style="font-family: "verdana" , sans-serif;">the "cortex". </span><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;">In many pr<span style="font-family: "verdana" , sans-serif;">otein nucleic acid interactions, it is the sequence specificity</span> that attracts attention: in the case of the nucleosome, it is the relative indifference of the <span style="font-family: "verdana" , sans-serif;">core histones, combined with their strong affinity for the DNA, that attracts my (and many others') interest.</span></span></span></span></span></span></span><br />
<br />
<span style="font-family: "verdana" , sans-serif;"><span class="gmail-_Tgc"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><i>[A nice topic for tutorials is <span style="font-family: "verdana" , sans-serif;">to discuss the relationship between specificity and affinity in macromolecular interactions. Comp<span style="font-family: "verdana" , sans-serif;">are hist<span style="font-family: "verdana" , sans-serif;">ones with antibodies, for example. I have <span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;">posted</span> on these concepts earlier, <a href="http://undergradtutorialblog.blogspot.co.uk/2015/09/adhesion-and-cohesion-understanding.html">here</a></span>]</span></span></span></i></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span> <br />
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<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh5YuzZQ1JNigHt8I8cXiP1v4beAG2Z9Dx0gU_eNpKY3wv3E0qOVv2Yter6ZyL0GtSguN5Wg2nTcEY24plJ_nCd1qLZuSXvvJU1D2giQidZOeoCtlcmFxG30I1H3t_he3xOWvhdleaNRSCx/s1600/dnanucleosome.png" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="130" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh5YuzZQ1JNigHt8I8cXiP1v4beAG2Z9Dx0gU_eNpKY3wv3E0qOVv2Yter6ZyL0GtSguN5Wg2nTcEY24plJ_nCd1qLZuSXvvJU1D2giQidZOeoCtlcmFxG30I1H3t_he3xOWvhdleaNRSCx/s200/dnanucleosome.png" width="200" /></a></div>
<span style="font-family: "verdana" , sans-serif;">The
nucleosome makes over 120 direct protein-DNA interactions and several
hundred, indirect water-mediated ones.
The direct protein-DNA interactions are topologically "patchy", over
the surface of the histone octamer: they arise from both helix displayed
side chains and loop amino acids. The challenge facing the octamer is
to curve the DNA as shown left (again from the Richmond lab), in a DNA
sequence independent way. It seems that central to achieving this are a
mixture of electrostatic "<a href="https://learnbiochemistry.wordpress.com/category/salt-bridges/">salt bridges</a>"
and hydrogen bonds between the many basic side chains and the DNA, but
also important are the interactions between main chain amides and the
phosphate backbone of DNA. <i>I should reinforce this point: when a
polypeptide makes interactions with a ligand (DNA here), via its
main-chain atoms (as opposed to the amino acid side chain atoms), there
can be no genetically encoded contribution to these interaction(s) other
than the indirect contribution a primary structure makes to the final
protein fold (see the discussion above). </i> </span><br />
<br />
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhl3YkXpauA5mIyuKaZbrGq932So6MZT5RFk50d19uXf-uiS8PXvGZtLnA6aad7B14O4n_K7XhWBXCZKe7JKsTWBagkt4ZDRlSbkjgfxn9-pL-AZf8Umjz7ny8jPt0PGAK5pWFvYkY5YCZs/s1600/water+h+bond.png" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="80" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhl3YkXpauA5mIyuKaZbrGq932So6MZT5RFk50d19uXf-uiS8PXvGZtLnA6aad7B14O4n_K7XhWBXCZKe7JKsTWBagkt4ZDRlSbkjgfxn9-pL-AZf8Umjz7ny8jPt0PGAK5pWFvYkY5YCZs/s200/water+h+bond.png" width="200" /></a><span style="font-family: "verdana" , sans-serif;">This
is a critical observation that explains how the many nucleosomes
distributed throughout our genome are mainly sequence-independent
DNA-binding units. Although nucleosomes do have a level of DNA sequence
preference, they are capable of binding to almost any DNA sequence.
Another important element of this sequence insensitivity, is the
utilisation of water mediated (indirect) interactions (see left).
</span><br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgCZDfaqTRLt2Nn8FH-8GiLRd25EhgX-o5IpLd9kftjqhfo6YzmtuF1Ta24OEuUWvOjQpfFAVAa_59cQYxfnjfYko-3pqGhPV7FfekWHt-ilLU2P1lSnLLwK92_OMW_e6w1beJKTQ8yTiZu/s1600/h1.png" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="184" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgCZDfaqTRLt2Nn8FH-8GiLRd25EhgX-o5IpLd9kftjqhfo6YzmtuF1Ta24OEuUWvOjQpfFAVAa_59cQYxfnjfYko-3pqGhPV7FfekWHt-ilLU2P1lSnLLwK92_OMW_e6w1beJKTQ8yTiZu/s320/h1.png" width="320" /></a><span style="font-family: "verdana" , sans-serif;"><span class="gmail-_Tgc"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;">Finally, we come to</span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span><span style="font-family: "verdana" , sans-serif;"><span class="gmail-_Tgc"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"> Histone H1<span style="font-family: "verdana" , sans-serif;">, which is often called the linker </span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span><span style="font-family: "verdana" , sans-serif;"><span class="gmail-_Tgc"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;">histone. How does </span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span><span style="font-family: "verdana" , sans-serif;"><span class="gmail-_Tgc"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;">this "outsider" histone fit into the scheme of things<span style="font-family: "verdana" , sans-serif;">? </span>Imagine a gold necklace in which every link <span style="font-family: "verdana" , sans-serif;">represents </span>a core particle. Now throw the necklace in the air and let it drop. The chain will adopt many "random" shapes or <span style="font-family: "verdana" , sans-serif;">configurations. If you now take two adjacent links between your thu<span style="font-family: "verdana" , sans-serif;">mb and <span style="font-family: "verdana" , sans-serif;">fore-finger and move them up and down, there is a clear level of "rigidity" the two links are constraine<span style="font-family: "verdana" , sans-serif;">d: partly because they are made of a hard metal, but also because the<span style="font-family: "verdana" , sans-serif;"> <span style="font-family: "verdana" , sans-serif;">hole in the middle of each link is mostly filled by part of the adjacent two links. So there is a level of <span style="font-family: "verdana" , sans-serif;">conformational
restriction, but there is also quite a large element of freedom across
the whole chain that makes it impossible to predict how a neckla<span style="font-family: "verdana" , sans-serif;">c</span><span style="font-family: "verdana" , sans-serif;">e will land when it is dropped on the floor. <span style="font-family: "verdana" , sans-serif;">T</span>he same result would be obtained with a pair of molecular tweezers, if<span style="font-family: "verdana" , sans-serif;"> you repeated the experiment with a <span style="font-family: "verdana" , sans-serif;">chain of nuc<span style="font-family: "verdana" , sans-serif;">leosomes, <span style="font-family: "verdana" , sans-serif;">in the absence of </span>Histone H1.This histone provides a <span style="font-family: "verdana" , sans-serif;">scaffolding function: <span style="font-family: "verdana" , sans-serif;">it</span> guides the <span style="font-family: "verdana" , sans-serif;">nucleosome particles into a higher order arrangement that ultimately <span style="font-family: "verdana" , sans-serif;">form </span>the chromosome. <span style="font-family: "verdana" , sans-serif;">In <span style="font-family: "verdana" , sans-serif;">the </span>interests of brevity, I shall return to the higher order <span style="font-family: "verdana" , sans-serif;">packing (and unpacking) of chromatin in a <span style="font-family: "verdana" , sans-serif;">future post<span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;">. For <span style="font-family: "verdana" , sans-serif;">now<span style="font-family: "verdana" , sans-serif;">, we can envisage the 146 </span></span>base pairs of DNA spooled around the octamer, with the linker histone, H1 imposing <span style="font-family: "verdana" , sans-serif;">a </span><span style="font-family: "verdana" , sans-serif;">constraint that promotes the packaging of the nucleosomes themselves.</span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span><br />
<br />
<span style="font-family: "verdana" , sans-serif;"><span class="gmail-_Tgc"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;">In conclusion, I hope you will all agree that the nucleosome is an ideal <span style="font-family: "verdana" , sans-serif;">molecular structure for Christmas<span style="font-family: "verdana" , sans-serif;">. I shall <span style="font-family: "verdana" , sans-serif;">return to the theme on Boxing Day<span style="font-family: "verdana" , sans-serif;">, when I shall tell you about unwrapping the genome!<span style="font-family: "verdana" , sans-serif;"> </span>In the meantime,<span style="font-family: "verdana" , sans-serif;"> some of you may like to read <span style="font-family: "verdana" , sans-serif;"><a href="http://bitesizebio.com/8378/how-much-information-is-stored-in-the-human-genome/">this thoughtful post</a> <span style="font-family: "verdana" , sans-serif;">where the author (and the commentators) consider the volume of information contained in <span style="font-family: "verdana" , sans-serif;">our genome, from a computational perspective.</span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></div>
Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-2636689120000745345.post-7365996417386731992016-11-17T13:37:00.000+00:002016-11-18T18:48:25.267+00:00The origins of photoluminescence<div dir="ltr" style="text-align: left;" trbidi="on">
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<a 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" 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" width="200" /></a><span style="font-family: "verdana" , sans-serif;">The first reports of a green fluorescence associated with <i>Aequeoria victoria</i> are now over 50 years old. As a boy, Professor </span><span style="font-family: "verdana" , sans-serif;"><span class="fn">下村
脩 (Shimomura Osamu) was living close to Nagasaki, when the atomic bomb
devastated his city. After a very short period of blindness, he was
covered in radioactive ash, but survived and went on to gain a degree in
Chemistry and Pharmacology. In his laboratory work on the unusual glow
produced by certain marine organisms, he went on to isolate and
characterise two fluorescent proteins aequorin and green fluorescent protein (<span style="font-family: "verdana" , sans-serif;">G</span>FP). </span><span class="fn">T</span>he
remarkable glow of from these ocean going crustaceans, received the
same level of wonder as the glow of the firefly, or the "jaws" of the
Venus Fly trap. But what is fluorescence and who was the first to observe
the phenomenon? </span><br />
<br />
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhQ38bTp856WHBKOiWAvSzdQkauuHE2_t3KXuRJn1VRszbw0MjNUXc-5SizLEyvSUinIRKCsjbnannuUhA5KzTUMV0RvkVNAeSNPIbjimj2GkMU8z0p10ssidakxSW0-rFkycYtMnDhiCE/s1600/image1.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="200" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhQ38bTp856WHBKOiWAvSzdQkauuHE2_t3KXuRJn1VRszbw0MjNUXc-5SizLEyvSUinIRKCsjbnannuUhA5KzTUMV0RvkVNAeSNPIbjimj2GkMU8z0p10ssidakxSW0-rFkycYtMnDhiCE/s200/image1.jpg" width="156" /></a><span style="font-family: "verdana" , sans-serif;">In
the middle of the 16th century, a Spanish physician, Nicolás Monardes
and </span><span style="font-family: "verdana" , sans-serif;">a Franciscan missionary, Bernardino de Sahagún, wrote of the
"strange blue glow from a small Mexican tree" which was shortly after
named </span><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><i>Lignum Nephriticum</i> (kidney wood)</span>
by the Botanist Charles de L’Écluse (the rather dashing, Black Adder
like figure, shown in the engraving on the right). These were the first
documented observations of fluorescence: but nobody had any idea what
caused this phenomenon. Around 50 years later in 1612, Galileo Galilei,
wrote of a similar phenomenon emitted by the Bolognia stone (probably
Barium </span><span style="font-family: "verdana" , sans-serif;">sulphate), but this turns out to be phosphorescence (<span style="font-family: "verdana" , sans-serif;">of </span>which <span style="font-family: "verdana" , sans-serif;">more in another post</span>).</span><br />
<br />
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjXFkkL0Qng51cz2KxVr6wFqjQGgX9qXBzdIfWsHT9J7BTrCE0Brj9X9hfHiB3S60A1c42QPHWedArm1jzFIgwUADuAle7q2NQAP9NiBRfjjg9Dng-Yu33BxBLlMm4Lg7Dk6vLDUwnKmxo/s1600/flourspar.png" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="134" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjXFkkL0Qng51cz2KxVr6wFqjQGgX9qXBzdIfWsHT9J7BTrCE0Brj9X9hfHiB3S60A1c42QPHWedArm1jzFIgwUADuAle7q2NQAP9NiBRfjjg9Dng-Yu33BxBLlMm4Lg7Dk6vLDUwnKmxo/s200/flourspar.png" width="200" /></a><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;">I have written before about the <span style="font-family: "verdana" , sans-serif;">molecular structure of GFP, and its applications in contemporary Biology<span style="font-family: "verdana" , sans-serif;">, so here I thought I would say a few things about the</span></span> <span style="font-family: "verdana" , sans-serif;">Physics behind fluorescence. </span></span></span><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;">The word is derived from the rock that glows: a<span style="font-family: "verdana" , sans-serif;"> mineral form of calcium fluoride called fl<span style="font-family: "verdana" , sans-serif;">uorspar<span style="font-family: "verdana" , sans-serif;">, shown on the l<span style="font-family: "verdana" , sans-serif;">eft.</span></span></span></span></span></span></span> <span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"> </span></span></span></span></span><br />
<br />
<a 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" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a><br />
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<span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;">Fluorescence and phosphorescence are two forms of what is called </span></span></span></span></span><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;">photoluminescence<span style="font-family: "verdana" , sans-serif;">. From its name you can work out that it has something to do with light (and therefore <span style="font-family: "verdana" , sans-serif;">photons) and<span style="font-family: "verdana" , sans-serif;">, well yes<span style="font-family: "verdana" , sans-serif;">, light again (lumen is Latin for light)<span style="font-family: "verdana" , sans-serif;">.</span> So light that produces more light! Actually that<span style="font-family: "verdana" , sans-serif;">'s a <span style="font-family: "verdana" , sans-serif;">pretty good </span>description of fluorescence. Sol<span style="font-family: "verdana" , sans-serif;">utions of transition metal salts such as copper sulphate, or textile <span style="font-family: "verdana" , sans-serif;">dies like indigo are coloure<span style="font-family: "verdana" , sans-serif;">d</span> because they have extracted <span style="font-family: "verdana" , sans-serif;">a discreet amount of energy from the <span style="font-family: "verdana" , sans-serif;">incident </span>light (the classic spectrum of the rainbow) leaving behind (in both these cases) a bl<span style="font-family: "verdana" , sans-serif;">ue colour. <span style="font-family: "verdana" , sans-serif;">The Physics of the process is explained by the transfer of energy from a photon of light to an electron, leading to an increase in thermal energy in the molecule, together with a reduction in the intensity of the emitted light wave.<span style="font-family: "verdana" , sans-serif;"> Absorption is a manifestation of the quantisation of energy, in this case the energy associated with a photon of light<span style="font-family: "verdana" , sans-serif;">. </span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span><br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh3XUdmdt2ApvNGbX2U65AVzmKM1r7jsLFrg0_zWSwWpTo7tGitmYFNjtMxNJkUX3pCWfedHM06CEaExTK3VAfD8314NflXMGxNUUfDEk5KfgE-1zyGrfRFE-kfAfgNvaDGYlHe7DR4Eus/s1600/jablonski.png" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh3XUdmdt2ApvNGbX2U65AVzmKM1r7jsLFrg0_zWSwWpTo7tGitmYFNjtMxNJkUX3pCWfedHM06CEaExTK3VAfD8314NflXMGxNUUfDEk5KfgE-1zyGrfRFE-kfAfgNvaDGYlHe7DR4Eus/s1600/jablonski.png" /></a><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><b>Fluorescence</b> is not dissimilar to absorption, <span style="font-family: "verdana" , sans-serif;">except</span> that <span style="font-family: "verdana" , sans-serif;">fluorescent molecules emit light (or in <span style="font-family: "verdana" , sans-serif;">general, electromagnetic radiation) </span>following absorption </span>of a photon of light<span style="font-family: "verdana" , sans-serif;">. </span>In most cases, the emitted light has a longer wavelength,
and therefore lower energy, than the absorbed radiation. The key differenc<span style="font-family: "verdana" , sans-serif;">e in the two processes is the pathway <span style="font-family: "verdana" , sans-serif;">followed by the energy within the fluorescent molecule.</span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"> </span>In the first of thre<span style="font-family: "verdana" , sans-serif;">e stages, called <b>excitation, </b>a photon of energy is absorbed by the fluorophore creating an excited singlet state. [<span style="font-family: "verdana" , sans-serif;">An explanation of the term <span style="font-family: "verdana" , sans-serif;">si</span>nglet is not straight forward. It has a quantum mechani<span style="font-family: "verdana" , sans-serif;">cal definition which I understand as a set of linked or connected particles</span></span> possessing a net angular momentum of zero (angula<span style="font-family: "verdana" , sans-serif;">r momentum is a quantum phenomenon and one that is ke<span style="font-family: "verdana" , sans-serif;">y to explaining Nuclear Magnetic Resonance, NMR). <span style="font-family: "verdana" , sans-serif;">However, this probably doesn't help many of you, without <span style="font-family: "verdana" , sans-serif;">first year undergraduate Physics,<span style="font-family: "verdana" , sans-serif;"> so I suggest you accept, for now, that the term singlet is used to d<span style="font-family: "verdana" , sans-serif;">escribe a set of <span style="font-family: "verdana" , sans-serif;">particles produced by (in this case) electromagnetic irradiation, that m<span style="font-family: "verdana" , sans-serif;">atch (or show a level of coher<span style="font-family: "verdana" , sans-serif;">ence with<span style="font-family: "verdana" , sans-serif;">)<span style="font-family: "verdana" , sans-serif;"> one of the wavelenghts of the visible spectrum that gives a colour, such as blue, red, green etc<span style="font-family: "verdana" , sans-serif;">]</span></span></span></span></span></span></span></span></span></span></span></span>. In stage two, this excited state has a specific <b>lifetime</b><span style="font-family: "verdana" , sans-serif;"> (typically around a few nanoseconds)<span style="font-family: "verdana" , sans-serif;">. During this time the el<span style="font-family: "verdana" , sans-serif;">ectrons in the<i> body of</i> <i>the </i>molecule undergo a reorganisation, which is <span style="font-family: "verdana" , sans-serif;">often</span> influenced by the molecular environment (such as the solvent or neighbouring amino acid side chains in a protein suc<span style="font-family: "verdana" , sans-serif;">h as GFP). It is at this stage that energy may be dissipated, yielding what is referred to as a <b>relaxed si</b><span style="font-family: "verdana" , sans-serif;"><b>nglet state</b>, from which <span style="font-family: "verdana" , sans-serif;">fluorescence emerges. <span style="font-family: "verdana" , sans-serif;">Typically<span style="font-family: "verdana" , sans-serif;">, only<span style="font-family: "verdana" , sans-serif;"> some of the excited molecules in <span style="font-family: "verdana" , sans-serif;">the fir<span style="font-family: "verdana" , sans-serif;">st stage return to the <b>ground state</b><span style="font-family: "verdana" , sans-serif;"> by fluorescence, since<span style="font-family: "verdana" , sans-serif;"> other pathways exist, <span style="font-family: "verdana" , sans-serif;">such as </span> quenching by molecular collision or the transfer of energy <span style="font-family: "verdana" , sans-serif;">through </span>a process called <span style="font-family: "verdana" , sans-serif;">Fluorescence Energy Transfer, FRET, but these mechanisms require more space for a proper explanation. However, I should say that FRET is a very powerful phenomenon that <span style="font-family: "verdana" , sans-serif;">has been applied very effectively in GFP technology. By now, </span>you <span style="font-family: "verdana" , sans-serif;">have probably worked out that the greater the number of these and other <span style="font-family: "verdana" , sans-serif;">related </span>mechanisms of energy dis<span style="font-family: "verdana" , sans-serif;">sipation, the lower the fluorescence energy output: which is known by the term <b>q</b><span style="font-family: "verdana" , sans-serif;"><b>uantum yield</b>. A strongly fluorescent molecule has a high quantum yield and is often said to be q<span style="font-family: "verdana" , sans-serif;">uantum efficient. For the physicists among y<span style="font-family: "verdana" , sans-serif;">ou, the quantum yield is the ratio of the number of fluorescen<span style="font-family: "verdana" , sans-serif;">ce photons emitted to the number of photons absorbed.</span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span><br />
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<span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;">The third and final stage in fluorescence is <b>emission</b>, after which the <span style="font-family: "verdana" , sans-serif;">fluorescent molecule is returned to the ground state<span style="font-family: "verdana" , sans-serif;">. As a consequence of the processes described in stage 2, the ene<span style="font-family: "verdana" , sans-serif;">rgy of the emitted photon is lower than the absorbed photon, and this is reflected (no pun intended) in the reduced wavelength of the emitted <span style="font-family: "verdana" , sans-serif;">photon of light<span style="font-family: "verdana" , sans-serif;">. Recall the <span style="font-family: "verdana" , sans-serif;">standard eq<span style="font-family: "verdana" , sans-serif;">uation that relates energy to the source of light (or electromagnetic radiation)</span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span><br />
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<span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhQvaw-0rzQZU5crIMw8-o9PMyuwuL9Ws0HAtUZrvv2Q5sbtcxrVsqn8H1nTJMTTg4NKcMJnqtI18AeoY89_ZUeXWs4pVvq5fIKF7Wvm_3weZqgrfydxmaUR87JYOu-h17fUHd22OMrfFs/s1600/Planck.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="92" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhQvaw-0rzQZU5crIMw8-o9PMyuwuL9Ws0HAtUZrvv2Q5sbtcxrVsqn8H1nTJMTTg4NKcMJnqtI18AeoY89_ZUeXWs4pVvq5fIKF7Wvm_3weZqgrfydxmaUR87JYOu-h17fUHd22OMrfFs/s320/Planck.png" width="320" /></a></span></span></span></span></span></span></div>
<span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;">Again for the <span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;">p</span>hysicists among you, the difference in the two wavelengths (or energies) is <span style="font-family: "verdana" , sans-serif;">called the <span style="font-family: "verdana" , sans-serif;">Stokes shift<span style="font-family: "verdana" , sans-serif;">, after <span style="font-family: "verdana" , sans-serif;">the Irish <span style="font-family: "verdana" , sans-serif;">physicist</span></span><span style="font-family: "verdana" , sans-serif;">, <span style="font-family: "verdana" , sans-serif;">George </span>Stokes. This is the parameter that is measured by fluorescence detectors<span style="font-family: "verdana" , sans-serif;">, <span style="font-family: "verdana" , sans-serif;">in contras<span style="font-family: "verdana" , sans-serif;">t, </span></span>absorption spectrophotometers meas<span style="font-family: "verdana" , sans-serif;">ure the difference in<span style="font-family: "verdana" , sans-serif;"> the intensity <span style="font-family: "verdana" , sans-serif;">between the </span></span>incident and transmitted light at a particular waveleng<span style="font-family: "verdana" , sans-serif;">th<span style="font-family: "verdana" , sans-serif;"> (which you will all be familiar with).</span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span><br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEimhlCIn_kaF39mEu3gilMz-1VHwIVmoz32J7zTxGHolVPfUxZglh5zmTmUgC-NP_EiXiP7McZNsQWdJdT4A-AGdVEdEUrPZMoCP-w4uHsjLWvYXekpm4pJRlovOQKCLv8aSYS3OFVQIo8/s1600/etbr.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="184" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEimhlCIn_kaF39mEu3gilMz-1VHwIVmoz32J7zTxGHolVPfUxZglh5zmTmUgC-NP_EiXiP7McZNsQWdJdT4A-AGdVEdEUrPZMoCP-w4uHsjLWvYXekpm4pJRlovOQKCLv8aSYS3OFVQIo8/s200/etbr.jpg" width="200" /></a><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;">A few words now </span>about <span style="font-family: "verdana" , sans-serif;">a couple of fluorophores that you will come across in Life Sciences: GFP and intercalating dyes like ethidium bromide (shown left). The former is used mainly in cell biology and the latter in molec<span style="font-family: "verdana" , sans-serif;">ular biology. In years to come, I have no doubt ethidium bromide and GFP will be replaced by safer<span style="font-family: "verdana" , sans-serif;"> reagents with a higher quantum yield<span style="font-family: "verdana" , sans-serif;">, and then by completely different biophysical technology. However, the principles will be very similar. In the case of ethidium <span style="font-family: "verdana" , sans-serif;">bromide, this deep purple<span style="font-family: "verdana" , sans-serif;">, aromatic molecule absorbs a photon of light in the <span style="font-family: "verdana" , sans-serif;">near </span>UV region (around 310nm) and ONLY in the presence of nucleic acid polymers (DNA and RNA) does it fluoresce. You will have read above that the phenomenon of fluorescence is influenced by <span style="font-family: "verdana" , sans-serif;">the environment of the fluorophore. Agarose gels contain<span style="font-family: "verdana" , sans-serif;">ing DNA of different sizes are revealed beautifully, when <span style="font-family: "verdana" , sans-serif;">UV light is used to illuminate the gel that has been soaked in a weak solution of ethidium bromide. The dye intercalates<span style="font-family: "verdana" , sans-serif;"> between the bases in the DNA and its environment is now suitable for fluorescence. If there is no DNA, there is no intercalation and therefore no fluorescent event.</span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span><br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhJ3iUMyNSu1c8kc9jIuLjCpN6OVpALjssriKq_PKsrwRJfd0up_uQTVftN0C57iEpgb4jul-bSM_5wvob5M5toTuNI2WeKpHxtjtixOYxrlNj3yXHrS8-134b2UUeg6WvUc6KPTLxHnwI/s1600/gfpmutants.png" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="158" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhJ3iUMyNSu1c8kc9jIuLjCpN6OVpALjssriKq_PKsrwRJfd0up_uQTVftN0C57iEpgb4jul-bSM_5wvob5M5toTuNI2WeKpHxtjtixOYxrlNj3yXHrS8-134b2UUeg6WvUc6KPTLxHnwI/s200/gfpmutants.png" width="200" /></a><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;">In the case of GFP, visible light, whic<span style="font-family: "verdana" , sans-serif;">h is of a lower </span>energy than UV light, is </span></span></span></span></span></span></span><span style="font-family: "verdana" , sans-serif;">sufficient to </span><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;">induce singlet formation.</span><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;">
And by the way, for those of you contemplating the use of sun beds, I
would think seriously about the potential damage to your skin cells by
prolonged exposure to UV light! Getting</span></span></span><br />
<span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"></span></span><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;">back to GFP, a cluster of amino acids in the core of the basket shaped molecule absorb <span style="font-family: "verdana" , sans-serif;">a photon of visible</span> light, leading to si<span style="font-family: "verdana" , sans-serif;">nglet formation<span style="font-family: "verdana" , sans-serif;">. When the molecule of GFP returns to the ground state, it does so by emitting li<span style="font-family: "verdana" , sans-serif;">ght with a bright green fluorescence. Interestingly, <span style="font-family: "verdana" , sans-serif;">a number of </span>labs have managed to </span>a retune this fluorescence, by modifying the amino acid side chains around the fluorophore, giving us yellow and red versions of GFP (see the gallery of GFP variants above, right)! As you might expect<span style="font-family: "verdana" , sans-serif;">, Nature <span style="font-family: "verdana" , sans-serif;">had </span>already beat us to it, and recall that the discovery of GFP went alongside the discovery of aequorin, which is a Blue Fluorescent Protein. </span></span></span></span></span><br />
<br />
<span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;">Finally, I hope you all enjoy the ne<span style="font-family: "verdana" , sans-serif;">xt few weeks and I look forward to Dr Dyer's stories of successful purification of <span style="font-family: "verdana" , sans-serif;">your GFPs!</span></span></span> </span></span></span></span></span></span></span></span></span></span></div>
Unknownnoreply@blogger.com3tag:blogger.com,1999:blog-2636689120000745345.post-36938750911803712072016-10-26T11:48:00.002+01:002016-10-26T11:48:40.550+01:00Molecule for November the sex determination factor SRY<div dir="ltr" style="text-align: left;" trbidi="on">
<a href="https://upload.wikimedia.org/wikipedia/commons/6/6d/PBB_Protein_SRY_image.jpg" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img alt="https://upload.wikimedia.org/wikipedia/commons/6/6d/PBB_Protein_SRY_image.jpg" border="0" height="200" src="https://upload.wikimedia.org/wikipedia/commons/6/6d/PBB_Protein_SRY_image.jpg" width="200" /></a><span style="font-family: "verdana" , sans-serif;">This
month I have been reading about sex determination in preparation for an
outreach project (of which more elsewhere). As a Biochemist, whenever I
<span style="font-family: "verdana" , sans-serif;">want to learn something new in Biology, </span>the
first thing that I do is search PubMed [subsection structure] for any
relevant molecules. In this case, the molecule that captured my interest
was the transcription factor encoded on the human Y chromosome which
had been shown <span style="font-family: "verdana" , sans-serif;">around </span>25
years ago to be responsible for the determination of "maleness". The
protein in question is generally referred to as SRY, the abbreviated
form of sex-determination region Y. The nice representation of SRY shown
top left, shows a purple polypeptide, interacting with a slightly
deformed double helical DNA sequence (shown in yellow and green). The
original structural work that I shall draw on comes from Michael Weiss's
laboratory originally at Harvard and now at <a href="http://www.case.edu/med/biochemistry/faculty/weiss.html">Case Western in Ohio</a>. together with work from <a href="https://spin.niddk.nih.gov/clore/">Marius Clore's</a>
group at the National Institutes for Health, in Maryland. The
structures were published quite some time ago and many insights have
been gained by comparative structural studies and also from subsequent
molecular, cellular, genetic and genomic work. </span><span style="font-family: "verdana" , sans-serif;">In this short post, </span><span style="font-family: "verdana" , sans-serif;">I
shall attempt to capture, the essence of the complexity of the role of
this otherwise rather simple, but nonetheless elegant molecule. </span><br />
<br />
<a href="https://upload.wikimedia.org/wikipedia/commons/thumb/d/d7/Nettie_Stevens.jpg/220px-Nettie_Stevens.jpg" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img alt="Nettie Stevens.jpg" border="0" data-file-height="789" data-file-width="600" height="200" src="https://upload.wikimedia.org/wikipedia/commons/thumb/d/d7/Nettie_Stevens.jpg/220px-Nettie_Stevens.jpg" width="152" /></a><span style="font-family: "verdana" , sans-serif;">Let's begin with the biological problem. The first images of chromosomes were </span><span style="font-family: "verdana" , sans-serif;">published in 1888 </span><span style="font-family: "verdana" , sans-serif;">by
the German anatomist Heinrich Wilhelm Gottfried von Waldeyer-Hartz, who
also gave them their now familiar name. Around 20 years later, two
independent scientists Nettie Stevens (shown right) and Edmund Beecher
Wilson, demonstrated that the Y chromosome (as distinct from the X
chromosome) was the determinant of sex, in Nettie's case, <span style="font-family: "verdana" , sans-serif;">she used </span>the mealworm, <i>Tenebrio molitor</i> as her model system (which I have <a href="http://utcinnovationlabs.blogspot.co.uk/2014/07/pigment-of-my-imagination-again.html">written about at length elsewhere</a>).
It was Nettie who gave the chromosome the letter Y, not because it
looks a little like a Y, but because Y follows X, alphabetically. Roll
on around 90 years and the team of Robin Lovell Badge and Peter
Goodfellow at the National Institute for Medical Research in London,
demonstrated that the SRY gene on the Y chromosome was the testis
determining factor in humans. As a biological "footnote", the mechanisms
of sex determination (and gamete recognition) often show considerable
differences in otherwise quite similar species, making it challenging
(possibly futile?) to use model organisms in the study of reproductive
biology.</span><br />
<br />
<span style="font-family: "verdana" , sans-serif;">Think
for one minute what you would "expect" of a sex determination factor.
Given that the sequence (even before the structure was determined)
showed signs of it being a DNA binding protein, it makes sense for it to
be a "master regulator": a transcriptional regulator that perhaps, in
response to a series of hormonal "triggers", switches on (or off) the
expression of a group of genes that go on to establish the physiological
(and psychological?) features that define maleness. So, if it looks
like a DNA binding protein, does it bind to a specific nucleotide
sequence? And, perhaps such a sequence is found upstream of a set of
genes that are triggered, as discussed? These questions (and others)
have occupied those involved in unpacking the function of SRY over the
last 25 years.</span><br />
<br />
<a href="https://www.blogger.com/null" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img alt="" border="0" height="112" 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" width="200" /></a><span style="font-family: "verdana" , sans-serif;">The
SRY protein belongs to a class of non-histone, DNA binding proteins
called (for historical reasons) High Mobility Group Proteins. Very
simply, these proteins were first identified as "fast migrating"
non-histone species (see the species at the foot of the SDS gel on the
left<span style="font-family: "verdana" , sans-serif;">)</span>, when purified by ion exchange chromatography and analysed by<span style="font-family: "verdana" , sans-serif;"> </span></span><span style="font-family: "verdana" , sans-serif;">gel </span><span style="font-family: "verdana" , sans-serif;">electrophoresis<span style="font-family: "verdana" , sans-serif;"> </span>(initially by <a href="http://onlinelibrary.wiley.com/doi/10.1111/j.1432-1033.1973.tb03188.x/abstract">Goodwin and Johns</a>,
in 1973). Today, the name is abbreviated (unhelpfully for newcomers to
the field!) to HMG or HMG Box proteins: several pioneering NMR groups
focused on the HMG Box proteins for their structural work, partly
because of their relatively small size and high solubility.I have spent
many an evening in Portsmouth talking about HMG proteins with Professor
Colin Crane-Robinson and his colleagues in the excellent Biophysics
group!</span><br />
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" width="400" /></a><span style="font-family: "verdana" , sans-serif;">I ha<span style="font-family: "verdana" , sans-serif;">ve relied heavily on the excellent review on S<span style="font-family: "verdana" , sans-serif;">RY by <a href="http://dev.biologists.org/content/137/23/3921.long">Kashimada and Koopman</a> for the "Biology" in this post. Briefly, SRY acts to up-regulate expression of </span></span></span><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;">the gene called <i>So</i><span style="font-family: "verdana" , sans-serif;"><i>x9</i> (SRY Box [containing, gene] 9). The human SRY specifically binds to the nucleotide sequence</span> (A/T)ACAA(T/A) in the minor groove of DNA, inducing a 60-85° bend.<span style="font-family: "verdana" , sans-serif;"> It has been shown that specific recognition AND induced bending of the DNA are essential for function (Sox9 activation). <span style="font-family: "verdana" , sans-serif;">What follows in the <a href="https://en.wikipedia.org/wiki/Sertoli_cell"><span style="font-family: "verdana" , sans-serif;">S</span>ertoli cell</a> <span style="font-family: "verdana" , sans-serif;">precursors is </span></span>a cascade of events </span></span></span></span><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"> which <span style="font-family: "verdana" , sans-serif;">stimulates expression of several</span> other genes involved
in the differentiation of Sertoli cells (the diagram above captures the events, but<span style="font-family: "verdana" , sans-serif;"> </span>the details <span style="font-family: "verdana" , sans-serif;">can be found by a simple Google search, for the physi<span style="font-family: "verdana" , sans-serif;">ologists among you)</span></span>. <span style="font-family: "verdana" , sans-serif;">It seems that</span> SRY activity also suppresses the female sex-determining pathway (<span style="font-family: "verdana" , sans-serif;">it is unclear to me whether this is an indirect o<span style="font-family: "verdana" , sans-serif;">r direct effect)<span style="font-family: "verdana" , sans-serif;">. S</span></span></span></span></span></span></span><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;">ertoli cells then stimulate the<span style="font-family: "verdana" , sans-serif;"> ultimate</span> <span style="font-family: "verdana" , sans-serif;">formation of the </span>testes: the <span style="font-family: "verdana" , sans-serif;">primary manifestation </span>of male<span style="font-family: "verdana" , sans-serif;">ness (I think?).</span></span></span></span></span><br />
<br />
<span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;">As I said earlier, the genes and proteins associated with <span style="font-family: "verdana" , sans-serif;">reproductive biology represent a challenge for developmental biologists, who have relied heavily on the use of model organ<span style="font-family: "verdana" , sans-serif;">isms
to explore evolutionary aspects of such phenomena as limb formation,
brain development etc. Fortunately, although there are differences
between the murine and human SRY genes, <span style="font-family: "verdana" , sans-serif;">there
are sufficient similarities (especially with respect to the HMG-Box
domain) that give us confidence that the major features of <span style="font-family: "verdana" , sans-serif;">the </span>testis determining pathways are conserved. So let's get back to this DNA recognition and "bending" phenomena.</span></span></span></span></span></span></span></span><br />
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<a href="https://www.blogger.com/null" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img alt="" border="0" height="150" 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" width="200" /></a><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;">Early </span>structural studies on DNA binding proteins <span style="font-family: "verdana" , sans-serif;">suggested that a two helix motif (<a href="https://en.wikipedia.org/wiki/Helix-turn-helix">the </a><span style="font-family: "verdana" , sans-serif;"><a href="https://en.wikipedia.org/wiki/Helix-turn-helix">helix-turn-helix domain</a>) <span style="font-family: "verdana" , sans-serif;">provided a<span style="font-family: "verdana" , sans-serif;">n elegant solution to the <span style="font-family: "verdana" , sans-serif;">sequence
-specific recognition of DNA (left). However, as is the normal course
of events in Biology, more structural studies revealed that there are a
variety of ways that DNA can be recognised; moreover, recognition does
not always leave Watson and Crick in<span style="font-family: "verdana" , sans-serif;">tact! In fact the recognition of DNA in <span style="font-family: "verdana" , sans-serif;">eukaryotes by the histone proteins cannot leave the DNA structure unaffected, otherwise it would look like a long<span style="font-family: "verdana" , sans-serif;">, insulated cable, rather than the compacted<span style="font-family: "verdana" , sans-serif;">, space-saving arrangement we call chromatin. </span></span></span></span>However, histo<span style="font-family: "verdana" , sans-serif;">nes are for another post. The HMG-Box binding proteins like SRY induce a distortion in the DNA, <span style="font-family: "verdana" , sans-serif;">but why? A<span style="font-family: "verdana" , sans-serif;">n</span>d just how difficult is it to "unsettle" what we have come to know and love as <span style="font-family: "verdana" , sans-serif;">one of the most satisfying arrangements of the two polynucleotide chains.</span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span><br />
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" width="200" /></a><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;">Wats<span style="font-family: "verdana" , sans-serif;">on and Crick<span style="font-family: "verdana" , sans-serif;">'s interpretation of the X-ray data of Franklin and others<span style="font-family: "verdana" , sans-serif;">, the base composition analysis <span style="font-family: "verdana" , sans-serif;">of C<span style="font-family: "verdana" , sans-serif;">hargaff, the weight of circumstantial chemical and biological evidenc<span style="font-family: "verdana" , sans-serif;">e and the emerging realisation that helices <span style="font-family: "verdana" , sans-serif;">could <span style="font-family: "verdana" , sans-serif;">underpin protein<span style="font-family: "verdana" , sans-serif;"> structures,</span></span> all contributed to the appeal <span style="font-family: "verdana" , sans-serif;">of <span style="font-family: "verdana" , sans-serif;">the </span>double heli<span style="font-family: "verdana" , sans-serif;">x. The follow up bi<span style="font-family: "verdana" , sans-serif;">ological and biophysica<span style="font-family: "verdana" , sans-serif;">l </span></span>experiments that set out to <span style="font-family: "verdana" , sans-serif;">provide a <span style="font-family: "verdana" , sans-serif;">strong foundation for </span></span>the <i>primacy </i>of the double helix in molecular genetics, have <span style="font-family: "verdana" , sans-serif;">largely <span style="font-family: "verdana" , sans-serif;">confirmed<span style="font-family: "verdana" , sans-serif;"> <span style="font-family: "verdana" , sans-serif;">Watson and Crick's ideas.<span style="font-family: "verdana" , sans-serif;"> However, as Watson and Crick themselves pointed out<span style="font-family: "verdana" , sans-serif;">, <span style="font-family: "verdana" , sans-serif;">the </span>double helix must be unwound, however transiently, to facilitate DNA replication. <span style="font-family: "verdana" , sans-serif;">Through the combination of creative experi<span style="font-family: "verdana" , sans-serif;">mental <span style="font-family: "verdana" , sans-serif;">wor<span style="font-family: "verdana" , sans-serif;">k </span></span>by Biochemists, Biophysicists, Chemists, Genet<span style="font-family: "verdana" , sans-serif;">icists and Cell Biologists, in conjunction with crystallographers and NMR spectroscopists, we now know that <span style="font-family: "verdana" , sans-serif;">the <span style="font-family: "verdana" , sans-serif;">iconic double heli<span style="font-family: "verdana" , sans-serif;">x is only part of the story. You can read <a href="http://utcinnovationlabs.blogspot.co.uk/2014/09/epigenetics-all-fingers-and-thumbs.html">here </a>about one example of how the structure of DNA is <span style="font-family: "verdana" , sans-serif;">very discretely <span style="font-family: "verdana" , sans-serif;">perturbed in order to accommodate the addition of <span style="font-family: "verdana" , sans-serif;">one of <span style="font-family: "verdana" , sans-serif;">t<span style="font-family: "verdana" , sans-serif;">he </span></span>epigene<span style="font-family: "verdana" , sans-serif;">tic marks: <span style="font-family: "verdana" , sans-serif;">methylated cytosine.<span style="font-family: "verdana" , sans-serif;"> Here we shall take a little time to <span style="font-family: "verdana" , sans-serif;">understand DNA <span style="font-family: "verdana" , sans-serif;">kinking. I have chosen to avoid the word bending<span style="font-family: "verdana" , sans-serif;">, since<span style="font-family: "verdana" , sans-serif;">, rightly or wrongly, I imagine bending to result from application of forces at two points flanking the bend. Imagine a 1m <span style="font-family: "verdana" , sans-serif;">bamboo cane (above right), it is easy to bend by grabbing both ends and pushing towards the centre. It is much harder to<span style="font-family: "verdana" , sans-serif;"> bend if you <span style="font-family: "verdana" , sans-serif;">h</span>old
the cane at the centre with two hands! However, many DNA binding
proteins seem to induce kinking at the centre of that kinking.</span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span><br />
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" width="169" /></a><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;">The first examples of protein induced, DNA kinking that I came across were in <span style="font-family: "verdana" , sans-serif;">the </span>field of DNA restriction and m<span style="font-family: "verdana" , sans-serif;">odification. The restriction enzymes EcoRI and EcoRV, finally yielded to the crystallographers when <span style="font-family: "verdana" , sans-serif;">synthetic DNA became widely available in the 1980s-'90s. Both of these enzymes <span style="font-family: "verdana" , sans-serif;">hydrolyse DNA, with the help of Mg ions. The DNA adopts a kinked structure midway through the reaction pathway<span style="font-family: "verdana" , sans-serif;">.
There are significant differences in the conformation of the kinked DNA
in both cases, but I think it is easy to get the logic of an enzyme
applying "pressure" at the break point. The image on the left shows the
outcome of </span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;">Sac7d interacting with <span style="font-family: "verdana" , sans-serif;">D</span>NA, through the minor groove.</span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"> It shows the striking kink really well. </span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"> The promoter binding factor (TATA binding protein<span style="font-family: "verdana" , sans-serif;">, or <a href="https://en.wikipedia.org/wiki/TATA-binding_protein">TBP </a>is another great example of a <span style="font-family: "verdana" , sans-serif;">promoter of kinks). </span></span>Now just think about the consequences of kinking. <span style="font-family: "verdana" , sans-serif;">Just bend your knee. <span style="font-family: "verdana" , sans-serif;">The
skin on your knee cap gets stretched and the space behind gets
squeezed. The nice equilibrium has been upset. [Not forgetting that you
need to expend energy to bend your knee]. When molecules are in solution
<span style="font-family: "verdana" , sans-serif;">in their lowest free energy state, it takes energy to disturb th<span style="font-family: "verdana" , sans-serif;">at
equilibrium, and a price must be paid. In Biological systems where we
can't always use heat exchange to solve our thermodynamic problems, we
often resort to an entropic solution. Ordered water molecules becomes
disordered as a consequence of a binding interaction, hence there is a
net increase in entropy [enough to <span style="font-family: "verdana" , sans-serif;">stabilise the kinked complex, in this case]</span>. We rationalise such distortions,
on the assumption that the complex structure is more stable than the two
<span style="font-family: "verdana" , sans-serif;">components </span>(the
protein and the B-form DNA) alone. It is important to remember that in
solution most equilibria are "dynamic equilibria", so that the observed
structure is the most common, or likely to populate the solution<span style="font-family: "verdana" , sans-serif;">
at any one time. However, B form DNA is believed to make "excursions"
into other forms, which may well be selectively identified and capt<span style="font-family: "verdana" , sans-serif;">ured by a DNA binding protein.</span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span><br />
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" 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"verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;">The HMG-Box proteins, including SRY, induce a kink in <span style="font-family: "verdana" , sans-serif;">the </span> target site via a three helix <span style="font-family: "verdana" , sans-serif;">recognition</span> motif (top figure) and in doing so establish conditions for the transcriptional apparatus<span style="font-family: "verdana" , sans-serif;">, including RNA Polymerase II, to <span style="font-family: "verdana" , sans-serif;">initiate transcription form the <i>Sox9</i> gene. How do we know that <span style="font-family: "verdana" , sans-serif;">DNA distortion is essential for <span style="font-family: "verdana" , sans-serif;">the </span>action
of SRY? There are mutations that allow the SRY protein to bind, but not
to bend (sorry, kinking seemed less appropriate!). You can read about
the detailed analysis of SRY mutants <a href="https://www.ncbi.nlm.nih.gov/pmc/articles/PMC4239596/">here</a>. However</span></span></span> it seems that <span style="font-family: "verdana" , sans-serif;">as the data <span style="font-family: "verdana" , sans-serif;">from genome analysis <span style="font-family: "verdana" , sans-serif;">are </span>pointing to pleiotropic effects of many mutations that we considered a<span style="font-family: "verdana" , sans-serif;">s explicable by localised defects in function. <span style="font-family: "verdana" , sans-serif;">It is certainly <span style="font-family: "verdana" , sans-serif;">the</span> case that individual amino acids when substituted by mutation can have an impact on <span style="font-family: "verdana" , sans-serif;">the</span> recognition events, but such mutations may also make <span style="font-family: "verdana" , sans-serif;">the</span> protein more pro<span style="font-family: "verdana" , sans-serif;">ne to degradation, or may <span style="font-family: "verdana" , sans-serif;">interfere</span> with other <span style="font-family: "verdana" , sans-serif;">protein:protein
interactions for example. Nevertheless, the SRY DNA binding domain
provides an example of a simple solution to initiating one of <span style="font-family: "verdana" , sans-serif;">the</span> most striking <span style="font-family: "verdana" , sans-serif;">phenomena in human biology: sex determination<span style="font-family: "verdana" , sans-serif;">.</span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span><br />
<br />
<span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;">Finally, with respect to the title of my post, do I think that <span style="font-family: "verdana" , sans-serif;">SRY is responsible for sex determination? Of course, the presence of a functi<span style="font-family: "verdana" , sans-serif;">onal SRY is required to initiate the development of <span style="font-family: "verdana" , sans-serif;">the male genita<span style="font-family: "verdana" , sans-serif;">lia. Is sexuality black and white? Just as we are realising that point mutations<span style="font-family: "verdana" , sans-serif;"> may be explained at one level by local <span style="font-family: "verdana" , sans-serif;">physicochemical <span style="font-family: "verdana" , sans-serif;">effects, systems biology and genom<span style="font-family: "verdana" , sans-serif;">ics are <span style="font-family: "verdana" , sans-serif;">uncovering <span style="font-family: "verdana" , sans-serif;">contextual effects that suggest to me that sex is more likely to be less black and white and more "<i>Fifty Shades of Gr<span style="font-family: "verdana" , sans-serif;">e</span>y</i>"</span></span></span></span></span></span></span></span></span></span></span> </span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></div>
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