tag:blogger.com,1999:blog-76965143414541003932024-03-14T02:02:39.226+00:00Edinburgh Fire Research Centre BLOGNews, articles and comment from the Edinburgh Fire Research Centre, University of Edinburgh.
This blog is no longer in use.Unknownnoreply@blogger.comBlogger292125tag:blogger.com,1999:blog-7696514341454100393.post-66100199083016423812016-08-04T14:44:00.002+01:002016-08-05T17:15:26.822+01:00Luke Bisbyhttp://www.blogger.com/profile/07354136977715602489noreply@blogger.com0tag:blogger.com,1999:blog-7696514341454100393.post-16426473196254072752016-08-04T14:44:00.000+01:002016-08-05T17:15:13.956+01:00Yavor Panev earns the 2016 Ove Arup Foundation Prize in Fire Safety Engineering<br />
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiizljLpMa6-G-AiJmWlQCAQCBoJwW3EvUf_DeazQbhqBKKR3kv4wvOzm7H4knsuBuEyHLKTAVDLaLnRgxQmi1c2pzLevnfPVS2hF_GvaWSTf3rVU5dkQ-7Qm79Rz2KQLlE6C1NqXEUZ4Xc/s1600/yavor+2.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/AVvXsEiizljLpMa6-G-AiJmWlQCAQCBoJwW3EvUf_DeazQbhqBKKR3kv4wvOzm7H4knsuBuEyHLKTAVDLaLnRgxQmi1c2pzLevnfPVS2hF_GvaWSTf3rVU5dkQ-7Qm79Rz2KQLlE6C1NqXEUZ4Xc/s200/yavor+2.jpg" width="200" /></a>Many congratulations to Yavor Panev, a 2016 MEng Graduate in Structural and Fire Safety Engineering from the University of Edinburgh, who has been awarded the 2016 Ove Arup Foundation Prize in Fire Safety Engineering. This annual award is made to the top student graduating on the Structural and Fire Safety Engineering degree at the University of Edinburgh.<br />
<br />
<b>Outstanding Thesis Project</b><br />
<br />
Yavor's MEng Thesis, entitled "Thermomechanical Performance of Asymmetrically Heated Steel Columns," was supervised by Arup Professor Luke Bisby and Dr Rory Hadden, with additional guidance from Dr Graeme Flint in Arup's Edinburgh Office, BRE Centre PhD student Jamie Maclean, and last year's Ove Arup Foundation Prize winner Felix Wiesner (also a PhD student at Edinburgh).<br />
<br />
Yavor's outstanding MEng thesis investigates the thermomechanical response of steel columns subjected to asymmetric heating from localised fires. A series of steel columns were loaded, both concentrically and eccentrically, with static loads representative of those expected at the fire limit state. The columns were then subjected to central asymmetric heating using radiant panels with an average incident heat flux of 50 KW/m^2.<br />
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<table cellpadding="0" cellspacing="0" class="tr-caption-container" style="float: left; margin-right: 1em; text-align: left;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjsQh7Va8L0PjEi0kRSRp_YHCboU-8JRPxfkt-QdaVi-IaBEOKzyTnEvDyFhlU_zycyIb7Wv35q5Oj998pTQV5GVekL9YOOLSv-Gixz7C-08DYsStDpZxcNthdmhczMpwP8SgI8EH7tI6Nm/s1600/Yavor+1.png" imageanchor="1" style="clear: left; margin-bottom: 1em; margin-left: auto; margin-right: auto;"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjsQh7Va8L0PjEi0kRSRp_YHCboU-8JRPxfkt-QdaVi-IaBEOKzyTnEvDyFhlU_zycyIb7Wv35q5Oj998pTQV5GVekL9YOOLSv-Gixz7C-08DYsStDpZxcNthdmhczMpwP8SgI8EH7tI6Nm/s320/Yavor+1.png" width="311" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Local buckling failure of a steel I-section column under <br />
sustained compressive loading and localised heating: <br />
Experiment versus finite element modelling</td></tr>
</tbody></table>
Highly non-uniform temperature distributions were observed in both the vertical and horizontal directions. The measured maximum temperatures were well below 550 °C, yet all columns failed by local yielding due to increased axial forces resulting from partially restrained thermal expansion.<br />
<br />
Finite element models were developed to study the columns' thermomechanical response, and these were verified by comparison against the experimental data. It was shown that failure of steel columns subjected to local asymmetric heating is particularly sensitive to degradation of the proportional limit for steel, which triggers the development of compressive plastic strains in the heated region leading to premature failure. The effects of eccentricity and end rotational restraints were further studied using finite element analyses.<br />
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Finally, the scientific validity, scope of application, and limitations of current design guidelines for assessing the fire resistance of steel columns subjected to asymmetric heating were discussed in light of the numerical and experimental findings, and recommendations for further work were made.<br />
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<b>Other Accolades</b><br />
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In addition to the Ove Arup Foundation Prize, Yavor is also winner or co-winner of the following:<br />
<br />
<ul>
<li><i>Charles Innes Prize</i> - Awarded to the foremost student in the Honours course, based upon the results of class work and degree examinations in the final year.</li>
<li><i>Lindsay Prize</i> - Awarded to the student who has consistently shown the most aptitude for practical work throughout the honours course.</li>
<li><i>Institution of Civil Engineers Prize</i> - Awarded to the undergraduate who is judged the best in performance.</li>
</ul>
<br />
<b>The Future?</b><br />
<br />
Yavor will join Arup's Fire Engineering Team in Edinburgh, as a graduate fire engineer, from September 2016. We're very pleased that he'll be staying in Edinburgh, and that we might continue to see him at King's Buildings occasionally in the years ahead...<br />
<br />
<b>Yavor's Background</b><br />
<br />
Originally from Bulgaria, Yavor started his studies in the University of Edinburgh in 2011 as an undergraduate in Structural Engineering with Architecture. He transferred to the Structural and Fire Safety Engineering degree programme in his fourth year of studies, after securing a summer research internship within BRE Centre for Fire Safety Engineering. He also participated in an industrial placement with Arup's Fire Engineering practice in the Edinburgh and Glasgow offices during the summer of 2015. During his time at Edinburgh University he also participated in the Edinburgh University Young Scientntific Researchers Association (EUYSRA), and was treasurer and vice president of the Edinburgh University Tango Society!<br />
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Many thanks to The Ove Arup Foundation for making this award possible!<br />
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<br />Luke Bisbyhttp://www.blogger.com/profile/07354136977715602489noreply@blogger.com0tag:blogger.com,1999:blog-7696514341454100393.post-86059101766861560652016-03-09T11:14:00.000+00:002016-03-09T11:14:03.016+00:00UK Water Mist Seminar 2016<div style="text-align: justify;">
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The UK Water Mist Seminar 2016 was held in the lecture theatre at BRE, Watford, on Tuesday 8th March 2016. I was there, and so were 120 others, mostly from fire protection companies, insurance companies, consultants, building control and a few from fire brigades and academia.</div>
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The seminar was organised by the International Water Mist Association (IWMA), which has a specific agenda - to promote the use of water mist, so it is not surprising that the majority of things said from the stage during the day were very much in favour of water mist use, as an alternative to traditional sprinklers. The implication in a few presentations was that sprinklers are old technology, whereas water mist is the future of fire protection.</div>
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"How does water mist work?" was the title of the first presentation of the day, and in his opening remarks Erling Mengshoel, from Protect Systems in Norway, apologised to the academics in the room that his presentation wouldn't contain any equations or complicated theories. It didn't contain any significant science either, got the fire triangle wrong (he gave it as "Oxygen", "Fuel load" and "Temperature") and, unfortunately, set the tone for the rest of the day, in that none of the other presentations really got to grips with important questions like where, when and why water mist is better or more efficient at mitigating the effects of fire compared to traditional sprinklers.<br />
<br />
To summarise, water mist is a water spray system which uses higher water pressure and different kinds of nozzles from traditional sprinklers, to produce (much) smaller water droplets. These water droplets interact with flames directly, quenching the burning in the gas phase, cooling the volume, and displacing air, effectively pushing the oxygen needed for combustion away from where the burning is happening. So water mist achieves its fire protection aims by cooling and dilution. Traditional sprinklers, on the other hand, achieve their aims by surface wetting - keeping the potential fuel around the fire cool and wet, so that fire spread and growth cannot occur.<br />
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Is water mist a kind of sprinkler system? The answer given in this seminar is no, it is not. It is an alternative and rival technology.<br />
<br />
Bob Whitely from Tyco UK gave two presentations back-to-back on where water mist is used at the moment, and on the development of a British Standard for water mist, BS 8489, which should be published in the next few weeks. Where are we? Well, water mist is used on only about 3% of land based applications with an active fire protection system. I say "land based" as water mist has a much bigger market share in offshore and marine applications. The agenda of the day, however, was to promote water mist for onshore applications, and try to get engineers, designers, regulators & insurers to consider the possibility of water mist in the other 97% of the market.<br />
<br />
Why a British Standard? Well, the answer to that question seems to be that we really want a European or ISO standard, but they are taking so long to develop that someone has to lead the field here, and it might as well be us. Another British Standard, BS 8458, which focuses on residential use of water mist, will also be along soon.<br />
<br />
Bob Whitely painted a fairly bleak picture of the regulation and insurance industries with regard to water mist acceptance and approval. He basically said that there are not enough people working in these industries who actually understand fire safety engineering, and so there is a bias towards traditional sprinklers and away from 'novel' systems like water mist, simply because those with the authority to approve such systems are not equipped to make the decision. I noted that when the representative of the insurance industry (Gary Howe, from Zurich Insurance) took the stage an hour later, he did not attempt to rebut this opinion.<br />
<br />
Gary Howe's presentation was interesting and frustrating in equal measure. His main point was that if you want to put in a water mist system as an alternative to sprinklers, you have to demonstrate that your system works in each different kind of occupancy in a building you are proposing to protect - in essence, he was saying that you might need to carry out multiple full scale fire tests to demonstrate your system, for use in a single building, if you want insurance approval. That is, use a performance based approach. However, he also made a big deal of the necessity for approved nozzles, approved pumps, approved pipework, etc. That is, a prescriptive approach. Basically if you want to get a water mist system approved you have to jump through many more hoops than if you propose a traditional sprinkler (which is all prescription and no performance-based approval required). You rarely have to demonstrate that a sprinkler will work, it is just assumed to do so.<br />
<br />
The rest of the day was a mixture of case studies and presentations from water mist companies saying how great their product is. One presentation from BAFSA spoke about the lack of and need for proper qualifications and training for sprinkler engineers, but as the topic wasn't specifically on water mist, most of the audience seemed to dismiss the message.<br />
<br />
The most important questions about water mist are those that were not asked or addressed. Specifically, when should water mist <i>not</i> be used? When are traditional sprinklers better? What are the situations where neither sprinklers or water mist are effective? And so on. I guess I wasn't expecting such questions to be addressing in this forum, but I think there really is a need for discussion and research into these questions.<br />
<br />
Yes, water mist can be a great technology for fire protection, and yes, it could be used in many applications currently served by traditional sprinklers. There may even be financial and ecological savings along the way. We already know this. Understandably, the focus of this event was on persuading the building control and insurance industries to approve water mist in cases where it can and should be approved. But I think this agenda would actually be served better by research into and education explaining the territory where water mist reaches the limits of its capabilities.<br />
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Unknownnoreply@blogger.com1tag:blogger.com,1999:blog-7696514341454100393.post-15768692839829064702015-12-20T14:23:00.002+00:002015-12-20T15:01:57.890+00:00Two new academic posts in Fire Safety Engineering at The University of Edinburgh<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhIErTGwy_dfI8l-0ymUsBKI15lBJSXF2RPNACgWdQFbByfOCfObr1Ss-cdA6H-TZqeScphyphenhyphenP93tD_X0mefWYPzFBrYzXqe5FddNr4ovfeBePwK6qtufyaEyD5AzrwDJoXdbvtPERzLjgtk/s1600/BRE-Centre-Logo-2014-small1.png" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><br /></a><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhIErTGwy_dfI8l-0ymUsBKI15lBJSXF2RPNACgWdQFbByfOCfObr1Ss-cdA6H-TZqeScphyphenhyphenP93tD_X0mefWYPzFBrYzXqe5FddNr4ovfeBePwK6qtufyaEyD5AzrwDJoXdbvtPERzLjgtk/s1600/BRE-Centre-Logo-2014-small1.png" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><br /></a><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhIErTGwy_dfI8l-0ymUsBKI15lBJSXF2RPNACgWdQFbByfOCfObr1Ss-cdA6H-TZqeScphyphenhyphenP93tD_X0mefWYPzFBrYzXqe5FddNr4ovfeBePwK6qtufyaEyD5AzrwDJoXdbvtPERzLjgtk/s1600/BRE-Centre-Logo-2014-small1.png" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><br /></a><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhIErTGwy_dfI8l-0ymUsBKI15lBJSXF2RPNACgWdQFbByfOCfObr1Ss-cdA6H-TZqeScphyphenhyphenP93tD_X0mefWYPzFBrYzXqe5FddNr4ovfeBePwK6qtufyaEyD5AzrwDJoXdbvtPERzLjgtk/s1600/BRE-Centre-Logo-2014-small1.png" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><br /></a><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhIErTGwy_dfI8l-0ymUsBKI15lBJSXF2RPNACgWdQFbByfOCfObr1Ss-cdA6H-TZqeScphyphenhyphenP93tD_X0mefWYPzFBrYzXqe5FddNr4ovfeBePwK6qtufyaEyD5AzrwDJoXdbvtPERzLjgtk/s1600/BRE-Centre-Logo-2014-small1.png" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><br /></a><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhIErTGwy_dfI8l-0ymUsBKI15lBJSXF2RPNACgWdQFbByfOCfObr1Ss-cdA6H-TZqeScphyphenhyphenP93tD_X0mefWYPzFBrYzXqe5FddNr4ovfeBePwK6qtufyaEyD5AzrwDJoXdbvtPERzLjgtk/s1600/BRE-Centre-Logo-2014-small1.png" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><br /></a><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhIErTGwy_dfI8l-0ymUsBKI15lBJSXF2RPNACgWdQFbByfOCfObr1Ss-cdA6H-TZqeScphyphenhyphenP93tD_X0mefWYPzFBrYzXqe5FddNr4ovfeBePwK6qtufyaEyD5AzrwDJoXdbvtPERzLjgtk/s1600/BRE-Centre-Logo-2014-small1.png" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="50" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhIErTGwy_dfI8l-0ymUsBKI15lBJSXF2RPNACgWdQFbByfOCfObr1Ss-cdA6H-TZqeScphyphenhyphenP93tD_X0mefWYPzFBrYzXqe5FddNr4ovfeBePwK6qtufyaEyD5AzrwDJoXdbvtPERzLjgtk/s200/BRE-Centre-Logo-2014-small1.png" width="200" /></a></div>
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We are very excited to invite applications for <b>two new academic positions</b> to build and strengthen our team in Fire Safety Engineering research and education at the University of Edinburgh:</div>
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(1) The BRE <b>Chair</b> in Fire Safety Engineering - <a href="http://edin.ac/1TUi7Bz">http://edin.ac/1TUi7Bz</a> </div>
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(2) The BRE <b>Lecturer</b> in Fire Safety Engineering - <span class="text_exposed_show" style="display: inline;"><a href="http://edin.ac/1NXqNqw">http://edin.ac/1NXqNqw</a></span></div>
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Please spread the word, and email <u>luke.bisby@ed.ac.uk</u> if you would like to discuss.</div>
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p.s. - Season's Greetings from everyone in the Firegroup at Edinburgh!</div>
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Luke Bisbyhttp://www.blogger.com/profile/07354136977715602489noreply@blogger.com0tag:blogger.com,1999:blog-7696514341454100393.post-21175987277842784172015-08-02T12:39:00.000+01:002015-08-02T12:39:58.643+01:00Felix Wiesner wins the 2015 Ove Arup Foundation Prize in Fire Safety Engineering<table cellpadding="0" cellspacing="0" class="tr-caption-container" style="float: right; text-align: right;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhOUu03EA11KAb_HXvt6UjaKfY-5_Pq23cObEWF3M0w0cArIE6y972xA1WJG5gHADk1-z5ZlBI4WdFn83p_CjflyxlTKhH-fdu-39hHuWiC5BMlROdGc9sE66Bxy6uA8tMMcwd5FYXhMAeA/s1600/wiesner.jpg" imageanchor="1" style="clear: right; margin-bottom: 1em; margin-left: auto; margin-right: auto;"><img border="0" height="400" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhOUu03EA11KAb_HXvt6UjaKfY-5_Pq23cObEWF3M0w0cArIE6y972xA1WJG5gHADk1-z5ZlBI4WdFn83p_CjflyxlTKhH-fdu-39hHuWiC5BMlROdGc9sE66Bxy6uA8tMMcwd5FYXhMAeA/s400/wiesner.jpg" width="266" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Fire test to study the heat transfer to <br />an unprotected I-section steel column <br />from a localised bin fire</td></tr>
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<br />
Many congratulations to Felix Wiesner, a 2015 MEng Graduate in Structural and Fire Safety Engineering from the <a href="http://www.see.ed.ac.uk/fire/">University of Edinburgh</a>, who has been awarded the 2015 <a href="http://www.theovearupfoundation.com/">Ove Arup Foundation</a> Prize in Fire Safety Engineering. The award is made to the top student graduating on the <a href="http://www.ed.ac.uk/studying/undergraduate/degrees?id=HHF1&cw_xml=degree.php">Structural and Fire Safety Engineering</a> degree at Edinburgh.<br />
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<b>Thesis Project</b><br />
<br />
Felix's MEng Thesis, entitled "Structural Steel Temperatures under Localised Fire Exposures," was supervised by Professor Luke Bisby and Dr Rory Hadden, in association with Dr Graeme Flint in Arup's Edinburgh Office. In this outstanding work, Felix investigated the heat transfer to, and development in, I-section steel columns subjected to localised fires, with a focus on bin fires such as might occur in sports stadia and other large, open public spaces.<br />
<br />
His work concluded that a lumped mass assumption for heat transfer calculations is highly inaccurate, and that current design recommendations for localised fires are inadequate and in many cases overly conservative. Along with his thesis partner, Grant Peters, Felix developed a computational analysis tool that can be used to rationally estimate steel temperatures resulting from localised fires in certain configurations.<br />
<br />
Felix has recently signed up to undertake an PhD at the University of Edinburgh from autumn 2015 supervised by Professor Luke Bisby and Dr Rory Hadden, changing his focus slightly to study the fire performance of mass timber buildings. We're looking forward to welcoming him back to the team!<br />
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<b>Background</b><br />
<br />
After growing up in Stuttgart, Felix served on the Frigate Lübeck as part of his national service. Before commencing his studies he took a year to travel Australia where he worked in a variety of jobs. During his time at Edinburgh he worked as a class representative and contributed to the student radio and student newspaper. During the summer breaks Felix worked as an intern for Arup, the University of Edinburgh, and An-Najah University in Nablus. </div>
Luke Bisbyhttp://www.blogger.com/profile/07354136977715602489noreply@blogger.com0tag:blogger.com,1999:blog-7696514341454100393.post-72736484934864846842015-04-24T17:05:00.001+01:002015-04-24T17:05:38.692+01:00SPECIAL LECTURE - Urban Fire Regimes: Past and Present<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
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27 April 1.00pm<o:p></o:p></span></span></b></div>
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<b style="mso-bidi-font-weight: normal;"><span style="color: #002060; font-size: 24.0pt;"><span style="font-family: Arial, Helvetica, sans-serif;">Seminar Room 3.01<o:p></o:p></span></span></b></div>
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<b><span lang="EN-US" style="font-size: 20pt;"><span style="font-family: Arial, Helvetica, sans-serif;">Greg BANKOFF<o:p></o:p></span></span></b></div>
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<span style="font-size: 14pt; line-height: 150%;"><span style="font-family: Arial, Helvetica, sans-serif;">Professor of Modern
History, University of Hull<o:p></o:p></span></span></div>
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<b style="mso-bidi-font-weight: normal;"><span lang="EN-US" style="font-size: 10pt; line-height: 115%;"><span style="font-family: Arial, Helvetica, sans-serif;"><br /></span></span></b></div>
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<b style="mso-bidi-font-weight: normal;"><span lang="EN-US" style="line-height: 115%;"><span style="font-family: Arial, Helvetica, sans-serif;">ABSTRACT </span></span></b></div>
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<span style="font-family: Arial, Helvetica, sans-serif;"><span lang="EN-US" style="line-height: 115%;">As Stephen Pyne reminds us, the built environment is as much a fire
environment as forest and field, and fire cares little whether it burns old
growth slum or ancient spruce. Every city functions as a particular type of
fire regime. Just as a forest </span><span style="line-height: 115%;">fire regime characterizes the spatial
patterns, temporal sequence and ecosystem impacts of fire on the landscape, so
an urban fire regime characterises </span><span lang="EN-US" style="line-height: 115%;">the historical nexus between the environment
in its fullest sense (climate, topography, and natural resources) and the socio-economic
and political systems that organize and sustain concentrated human settlements.
Throughout most of urban history, these structures were mainly built of
materials readily sourced from the surrounding environment, particularly wood.
Even when a building was constructed from more substantial matter such as
bricks or stone, much of the framework, floors and ceilings continued to be
made from timber. In the past, these wooden cities burnt fiercely and with
regularity either through accident or from intent. The emergence of bourgeois
elites in European and neo-European cities in the nineteenth century who had a
special interest in the public protection of private wealth helped catalyze
developments in fireproofing, fire extinguishing and insurance. This “fire gap”
has come to dominate the subsequent thinking on fire safety when the reality
for most people, the billions who inhabit the burgeoning informal settlements
that ring the world’s fastest growing cities, the reality is quite the
opposite: they still inhabit flammable cities that burn with regularity. This
paper examines urban fire regimes, past and present, to show how conflagration
in the built environment is always as much a social construction as it is a
physical one.<o:p></o:p></span></span></div>
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<b style="mso-bidi-font-weight: normal;"><span style="line-height: 115%;"><span style="font-family: Arial, Helvetica, sans-serif;"><br /></span></span></b></div>
<div class="MsoNormal" style="text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span style="line-height: 115%;"><span style="font-family: Arial, Helvetica, sans-serif;">BIO </span></span></b></div>
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<span lang="EN-US" style="line-height: 115%;"><span style="font-family: Arial, Helvetica, sans-serif;">Over the last 20 years,
I have published extensively on the historical dimension of how societies adapt
to risk as well as engaged with contemporary civil defence and emergency
management practices in Asia, Australasia and more recently in Europe. Since
arriving in the UK seven years ago, I have been a member of the Independent
Review Body examining the 2007 flooding in Hull as well as co-investigator on
an ESRC project examining how the fragmentation of flood risk management
practices in the UK created new governance challenges through the processes of
privatization and the sub-contraction of services. Currently I am co-PI on a
5-year ESRC/NERC project to increase resilience to continental earthquakes in
Kazakhstan, Nepal/India and China that brings together a group of earth scientists,
social scientists and experienced practitioners in the communication of
scientific knowledge to policy makers. Among my recent publications is a
co-edited volume entitled <i>Flammable
Cities: Urban Fire and the Making of the Modern World</i> (University of
Wisconsin Press, 2011). I was also co-editor of the latest IFRC’s <i>World Disaster Report 2014</i>.<span style="font-size: x-small;"><o:p></o:p></span></span></span></div>
<b><span style="color: red; font-size: 24pt; line-height: 115%;"><span style="font-family: Arial, Helvetica, sans-serif;"><br /></span></span></b>
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<b><span style="color: red; font-size: 24pt; line-height: 115%;"><span style="font-family: Arial, Helvetica, sans-serif;">Pizza from 12.45pm</span></span></b><!--EndFragment-->
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<b><span style="color: red; font-size: 24pt; line-height: 115%;"><span style="font-family: Arial, Helvetica, sans-serif;"><br /></span></span></b>Luke Bisbyhttp://www.blogger.com/profile/07354136977715602489noreply@blogger.com0tag:blogger.com,1999:blog-7696514341454100393.post-26729513589799098342015-03-25T16:25:00.001+00:002015-03-25T16:25:30.038+00:00Special Guest Lecture this Thursday (26th March 2015) by Prof Barbara Lane and Hugh McNamara from Arup Fire!<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhN5gDS9C7F037CUdzC1A9bVDcTnyb_c3jMnXLkUp0ynErHsfS2rABFa-ZD0K8tBVaHsugGYBaAfHPut5-ecVQdDZ-LaVOpxtugCor9hZq9sH79xaQvTBnjrE8gMAYJghZTBkzW0zgKbNCh/s1600/LECTURE+-+Fire+Engineering+at+Arup.tiff" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhN5gDS9C7F037CUdzC1A9bVDcTnyb_c3jMnXLkUp0ynErHsfS2rABFa-ZD0K8tBVaHsugGYBaAfHPut5-ecVQdDZ-LaVOpxtugCor9hZq9sH79xaQvTBnjrE8gMAYJghZTBkzW0zgKbNCh/s1600/LECTURE+-+Fire+Engineering+at+Arup.tiff" /></a></div>
Luke Bisbyhttp://www.blogger.com/profile/07354136977715602489noreply@blogger.com0tag:blogger.com,1999:blog-7696514341454100393.post-88270666076588205562015-03-17T17:12:00.003+00:002015-03-17T17:14:43.970+00:00Thoughts on the 2014 Wildland-Urban Fire in Valparaiso<br />
<span style="font-size: small;"><span style="font-family: inherit;">Fire Technology letter to the editor from <span style="font-family: inherit;">fr<span style="font-family: inherit;">iend<span style="font-family: inherit;">s<span style="font-family: inherit;"> </span></span></span></span>of the Edinburgh Fire Group.</span></span><br />
<span style="font-size: small;"><span style="font-family: inherit;"><br /></span></span>
<span style="font-size: small;"><span style="font-family: inherit;"><a href="http://link.springer.com/article/10.1007/s10694-014-0427-0" target="_blank"><b>The Great Valparaiso Fire and Fire Safety Management in Chile</b></a></span></span><br />
<span style="font-size: small;"><span style="font-family: inherit;">Pedro Reszka and Andres Fuentes</span></span><br />
<span style="font-size: small;"><span style="font-family: inherit;">Universidad Tecnica Federico Santa Maria</span></span><br />
<br />
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<span class="_Tgc">© </span>S AF, Chilean Air Force (Reska and Fuentes 2014)</div>
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Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-7696514341454100393.post-4349240110326156682015-03-05T08:17:00.000+00:002015-03-05T08:18:31.913+00:00A 'new' source of data for Fire Models' validation<br />
<br />
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiLdEXvAd4bZff4gRqFruhl8E-X1g0BUy3enCh9KsUcXVfUfeabT1Qool6UyqsAuKpc4Yb-5q2QevsXhb8S4h-xEm24j9E_iyHFAfpr_2cYjBnFBbsiGYeRod6phYCCueH_tXhtFd_iXXI/s1600/Figure+from+Lee+and+Steel+-1990.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/AVvXsEiLdEXvAd4bZff4gRqFruhl8E-X1g0BUy3enCh9KsUcXVfUfeabT1Qool6UyqsAuKpc4Yb-5q2QevsXhb8S4h-xEm24j9E_iyHFAfpr_2cYjBnFBbsiGYeRod6phYCCueH_tXhtFd_iXXI/s1600/Figure+from+Lee+and+Steel+-1990.JPG" height="380" width="400" /></a><span style="font-size: small;">An officially unpublished report from the National Institute of Standards
and Technology (NIST) is now available for download from the BRE Centre for
Fire Safety Engineering collection at the Edinburgh Research Archive (ERA).</span><br />
<br />
<b><a href="https://www.era.lib.ed.ac.uk/handle/1842/9985" target="_blank"><span style="font-size: small;">Standard Room Fire Test Research at the National Bureau of Standards</span></a></b><br />
<b><a href="https://www.era.lib.ed.ac.uk/handle/1842/9985" target="_blank"><span style="font-size: small;">Lee B.T. and Steel J.S.</span></a></b><br />
<b><a href="https://www.era.lib.ed.ac.uk/handle/1842/9985" target="_blank"><span style="font-size: small;">1987 </span></a></b><br />
<br />
<span style="font-size: small;">Although the report was never approved for publication, it is one of the few research
studies where experimental data from room-corner, Cone Calorimeter, and full-scale flame
spread tests on "interior finish materials" is presented. Additionally, remarkable handwritten notes
from the authors are shown throughout the report. This document has great value
for validation exercises of fire models.
</span><br />
<br />
<span style="font-size: small;">Thanks to Dr. Vyto Babrauskas (<b><a href="http://www.doctorfire.com/">www.doctorfire.com</a></b>) for the valuable finding.</span><br />
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Unknownnoreply@blogger.com1tag:blogger.com,1999:blog-7696514341454100393.post-4977999531662266402015-02-24T06:13:00.000+00:002015-02-24T06:13:05.181+00:00Partnering for the Future of Fire Safety Engineering Education<div class="separator" style="clear: both; text-align: center;">
<a href="http://www.imfse.ugent.be/himages/logo%20imfse2transparant%5B2%5D.gif" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><br /></a><a href="http://www.imfse.ugent.be/himages/logo%20imfse2transparant%5B2%5D.gif" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" src="http://www.imfse.ugent.be/himages/logo%20imfse2transparant%5B2%5D.gif" height="199" width="200" /></a></div>
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<span lang="EN-US" style="font-family: Arial; font-size: 11.0pt;"><b><a href="http://www.imfse.ugent.be/">The International Master of Science in Fire Safety Engineering (IMFSE)</a></b>, an educational
program offered jointly by the Universities of Edinburgh, Ghent, and Lund since
2010, has recently been selected as one of only 19 programs (from an original
cohort of 50) to be included in the European Joint Master Degree (EJMD)
Catalogue for the period 2015-2018.</span></div>
<div class="MsoNormal">
<span style="font-family: Arial; font-size: 11pt;"><br /></span></div>
<div class="MsoNormal">
<span style="font-family: Arial; font-size: 11pt;">This
unique, two-year program attracts exceptional applicants from all over the
world, and prepares its graduates for future leadership roles within the fire
safety engineering community. The 99 graduates to date have taken up roles in the UK, Europe, South America, Australasia, and Africa.</span></div>
<div class="MsoNormal">
<span style="font-family: Arial; font-size: 11pt;"><br /></span></div>
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<span style="font-family: Arial; font-size: 11pt;">The
attractiveness of this program amongst top applicants has previously been
assured by a number of generous scholars</span><span style="font-family: Arial; font-size: 11pt;">hips funded by the European Commission.
In recognising the excellence of the IMFSE during its initial four years of
funding, </span><span style="font-family: Arial; font-size: 11pt;">the European Commission have
pledged ongoing match funding in the amount of €441,000, for nine full
scholarships for international students between 2015 and 2018.</span></div>
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<span style="font-family: Arial; font-size: 11pt;"><br /></span></div>
<div class="MsoNormal">
<span style="font-family: Arial; font-size: 11pt;">To
take advantage of this generous match funding offer and guarantee the ongoing
success of this world-leading initiative, the IMFSE partners (Edinburgh, Ghent,
and Lund) must secure guarantees of </span><span style="font-family: Arial; font-size: 11pt;">match
funding totalling at least €147,000 annually</span><span style="font-family: Arial; font-size: 11pt;">, before 6</span><sup style="font-family: Arial;">th</sup><span style="font-family: Arial; font-size: 11pt;"> March
2015.</span></div>
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<span style="font-family: Arial; font-size: 11pt;"><br /></span></div>
<div class="MsoNormal">
<span style="font-family: Arial; font-size: 11pt;">We
have already secured €55,000 in annual match funding for 2015-2018, and <b>we are
now seeking additional industry partners to join the </b></span><i style="font-family: Arial; font-size: 11pt;"><b>IMFSE Consortium</b></i><span style="font-family: Arial; font-size: 11pt;">.
Membership in the</span><i style="font-family: Arial; font-size: 11pt;"> IMFSE Consortium</i><span style="font-family: Arial; font-size: 11pt;">
will be offered to industry partners contributing a minimum of €10,000 per year
for three years.</span></div>
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<span style="font-family: Arial; font-size: 11pt;"><br /></span></div>
<div class="MsoNormal">
<span style="font-family: Arial; font-size: 11pt;">Consortium
members will be invited to host summer internships, offer MSc thesis topics,
participate in the annual IMFSE Fire Safety Day, and will be granted unique
recruitment access to our exceptional graduates.</span></div>
<div class="MsoNormal">
<span lang="EN-US" style="font-family: Arial; font-size: 11pt;"><br /></span></div>
<div class="MsoNormal">
<span lang="EN-US" style="font-family: Arial; font-size: 11pt;">Industry partners interested in taking advantage of the opportunity to participate in sustaining
and educating the next generation of fire safety engineering leaders are encouraged to contact Profs Bart Merci (</span><span lang="EN-US"><a href="mailto:bart.merci@ugent.be"><span style="font-family: Arial; font-size: 11.0pt;">bart.merci@ugent.be</span></a></span><span lang="EN-US" style="font-family: Arial; font-size: 11pt;">), Albert Simeoni (</span><span lang="EN-US"><a href="mailto:a.simeoni@ed.ac.uk"><span style="font-family: Arial; font-size: 11.0pt;">a.simeoni@ed.ac.uk</span></a></span><span lang="EN-US" style="font-family: Arial; font-size: 11pt;">), or Luke Bisby (</span><span lang="EN-US"><a href="mailto:luke.bisby@ed.ac.uk"><span style="font-family: Arial; font-size: 11.0pt;">luke.bisby@ed.ac.uk</span></a></span><span lang="EN-US" style="font-family: Arial; font-size: 11pt;">) <b>before 28<sup>th</sup>
February 2015 </b>to learn more.</span></div>
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<span lang="EN-US" style="font-family: Arial; font-size: 11pt;"><br /></span></div>
<div class="MsoNormal">
<span lang="EN-US" style="font-family: Arial; font-size: 11pt;">Additional
information on the IMFSE program is available from: </span><span lang="EN-US"><span style="font-family: Arial; font-size: 11.0pt;"><a href="http://www.imfse.ugent.be/">www.imfse.ugent.be</a></span></span><br />
<span lang="EN-US"><br /></span></div>
Luke Bisbyhttp://www.blogger.com/profile/07354136977715602489noreply@blogger.com0tag:blogger.com,1999:blog-7696514341454100393.post-67316956237380846112015-01-18T12:24:00.000+00:002015-01-18T12:27:35.563+00:00Tisova Fire Tests - Week 1<!--[if gte mso 9]><xml>
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The setting for the Tisova fire tests could not be more
picturesque, cool crisp winter days near a river in the western province of
Carlsbad, on an old coal processing site. Over the past week you would have
found a small band of academics making holes in floors, ceilings, walls, and
beams in one of the buildings located on this site 25 minutes to the west of
Karlovy Vary (where we are staying).<span style="mso-spacerun: yes;"> </span>Whilst
this is a lot of fun, it is all in the name of research.<span style="mso-spacerun: yes;"> </span></div>
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<br /></div>
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<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjrC_Xec32RBMQHDRimvkVyWZDTpoOeeNsvyPfsqIdvZG-Wn_-k_WLVRtEzQ5MK7UXSdynb1Yj5jvr8vZ-9PLq1mdTFl5VZmp4LWwYipzNJE3eyozI4YQlLGhyphenhyphenj_ppmiNcufEWE9szGhX_D/s1600/IMG_0933.JPG" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjrC_Xec32RBMQHDRimvkVyWZDTpoOeeNsvyPfsqIdvZG-Wn_-k_WLVRtEzQ5MK7UXSdynb1Yj5jvr8vZ-9PLq1mdTFl5VZmp4LWwYipzNJE3eyozI4YQlLGhyphenhyphenj_ppmiNcufEWE9szGhX_D/s1600/IMG_0933.JPG" height="266" width="400" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Karlovy Vary at night from our apartment</td></tr>
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<br />
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<span style="mso-spacerun: yes;"></span><u><b>The aim: </b></u></h3>
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To understand the structural effects of a travelling fire on
concrete and composite structures, both during the fire and residually after
the fire has cooled back to ambient. We are aiming to run the test on the 28<sup>th</sup>
of January. <span style="mso-spacerun: yes;"> </span></div>
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<u><b>Who’s involved:</b></u></h3>
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University of Edinburgh, Technical Research Institute of
Sweden (SP), Imperial College London, CSTB, Lulea Technical University, Czech Technical
University in Ostrava, MajaCzech, and the Fire and Rescue service of the Karlovy
Vary region.<span style="mso-spacerun: yes;"> </span></div>
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<u><b>When did we start:</b></u></h3>
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Set-up on site started on the 13<sup>th</sup> of January
with two members from SP (David Lange and Fredrik Kahl) marking out holes for
instrumentation and setting up the lighting for working into the evenings.<span style="mso-spacerun: yes;"> </span>Jamie Maclean and I (David Rush) arrived on site
on the 14<sup>th</sup> of January having set-off from Edinburgh on the 12<sup>th</sup>
with a van full of equipment.</div>
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<br /></div>
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
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<tr><td class="tr-caption" style="text-align: center;">The test building</td><td class="tr-caption" style="text-align: center;"><br /></td><td class="tr-caption" style="text-align: center;"><br /></td></tr>
</tbody></table>
<h3 class="MsoNormal">
<u><b>What have we done so far:</b></u> </h3>
<div class="MsoNormal">
The first week has been mainly drilling holes through the
concrete and composite slabs for the 60 plate thermometers, drilling into the
concrete and composite slab at various depths to place 112
thermocouples, and installing the 56 thermocouple trees in the fire compartment.<span style="mso-spacerun: yes;"> </span>On top of this we have taken out the internal
steel partitions that were in the fire compartment, made many holes in the
plasterboard partitions on the floor above the fire compartment to run cables
to the data loggers, broken a sledge hammer trying to break through a bathroom
floor and created a lot of additional dust. </div>
<br />
<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/AVvXsEhjb8yt_aFz6Q9uPUiK-f4IlDEug4-qRbVcroDj-oa81wTEOZBOBGWcbXJ1vuueQNe7wnswuVIuLmcxKh_uCMv5HTdeNTLOAipXYsrUxkE1NYzKaCgjCTi0tVig692lCo1BSsQiv1hjR6V7/s1600/Karlovy+Vary+week+-+s-20.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhjb8yt_aFz6Q9uPUiK-f4IlDEug4-qRbVcroDj-oa81wTEOZBOBGWcbXJ1vuueQNe7wnswuVIuLmcxKh_uCMv5HTdeNTLOAipXYsrUxkE1NYzKaCgjCTi0tVig692lCo1BSsQiv1hjR6V7/s1600/Karlovy+Vary+week+-+s-20.jpg" height="424" width="640" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Thermocouple trees inside fire compartment (Photo credit Dave Lange)</td></tr>
</tbody></table>
<br />
<h3 class="MsoNormal">
<u><b>Trials and tribulations:</b></u></h3>
<table cellpadding="0" cellspacing="0" class="tr-caption-container" style="float: right; text-align: right;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjuHEvBmxD0JvH99vYJ7TuadfBZi505j8YjRQVFR1Gxrmz704RJczuot6OgfvCtrXgwPZTyal6c5EB2q95Ar4Lqp7j_aO5W0uaSDmIAhQ29E5jBOj99PoN9lZ8dzyMjC56W3WA4BtREpRyP/s1600/IMG_0881.JPG" imageanchor="1" style="clear: right; margin-bottom: 1em; margin-left: auto; margin-right: auto;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjuHEvBmxD0JvH99vYJ7TuadfBZi505j8YjRQVFR1Gxrmz704RJczuot6OgfvCtrXgwPZTyal6c5EB2q95Ar4Lqp7j_aO5W0uaSDmIAhQ29E5jBOj99PoN9lZ8dzyMjC56W3WA4BtREpRyP/s1600/IMG_0881.JPG" height="320" width="213" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Jamie Maclean and drill</td></tr>
</tbody></table>
<div class="MsoNormal">
So far there have been few trials to speak of, the only two
of note are locating the troughs in the composite slab so that we can accurately
measure temperatures, and a delay in the wood supply due to the time that its
taking to dry it.</div>
<h3 class="MsoNormal">
<u><b>What’s next:</b></u></h3>
<div class="MsoNormal">
Over the next week the numbers on site will swell to around
10, meaning that we can start hooking up the 700 or so measurement channels,
placing the wood (when it arrives), protecting<span style="mso-spacerun: yes;">
</span>the necessary cabling in the fire compartment, and install the remaining
thermocouples and deflection gauges</div>
<h3 class="MsoNormal">
<u><b>Highlights:</b></u></h3>
<div class="MsoNormal">
Globus is a big positive for us with tasty sandwiches,
coffees, and pastries that keep us full of energy for the long days on
site.<span style="mso-spacerun: yes;"> </span>Finding drill bits long enough to
drill 650mm into a concrete beam from above, which we wouldn’t have found had
it not been for the very helpful and patient English speaking lady at the local
hardware store, which we have visited everyday so far with random lists of equipment
that we need.</div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<span style="font-size: x-small;">(Photos copyright of David Rush) </span></div>
David Rushhttp://www.blogger.com/profile/01960920407371297674noreply@blogger.com1tag:blogger.com,1999:blog-7696514341454100393.post-67017848695433048112015-01-02T09:00:00.000+00:002015-01-02T09:00:05.245+00:00International Master of Science in Fire Safety Engineering<!--[if gte mso 9]><xml>
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<i><span style="mso-fareast-font-family: "Times New Roman";">The
application forms for the new intake of students in the International
Master of Science in Fire Safety Engineering (IMFSE), are available online for
a few more weeks!</span></i></div>
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<br /><i><span style="mso-fareast-font-family: "Times New Roman";"></span></i><i><span style="mso-fareast-font-family: "Times New Roman";">
Submission deadline: 9 January 2015 for scholarship applicants
and 30 April 2015 for self-sponsored applicants.</span></i></div>
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<i><span style="mso-fareast-font-family: "Times New Roman";"><br />
The programme runs between September 2015 and June 2017.</span></i></div>
<div class="MsoNormal" style="text-align: center;">
<i><span style="mso-fareast-font-family: "Times New Roman";"><br />
To the application forms!: <a href="http://www.imfse.ugent.be/index.asp?p=620&a=620">http://www.imfse.ugent.be/index.asp?p=620&a=620</a></span></i></div>
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David Rushhttp://www.blogger.com/profile/01960920407371297674noreply@blogger.com1tag:blogger.com,1999:blog-7696514341454100393.post-59834703901644812632014-11-24T15:20:00.000+00:002014-12-08T18:12:12.190+00:00Indexing Day at the Edinburgh Fire Group<!--[if gte mso 9]><xml>
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<span style="font-size: small;">For over five years, the <b>BRE Centre <i>for</i> Fire Safety Engineering at
The University <i>of</i> Edinburgh</b> has been taking forward the <b>Edinburgh
Fire Digital Preservation Project</b>. This project comprises the cataloguing,
indexing and scanning of some <b>40.000 documents</b> which
originally belonged to the BRE Fire Research Archive.</span></div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
Back in 2009, the Archive was relocated from its initial location at the BRE
headquarters in Watford to the top floor of the structures lab in King’s
Buildings, Edinburgh…<a href="http://edinburghfireresearch.blogspot.co.uk/2009/03/moving.html" target="_blank"><span style="mso-fareast-font-family: Calibri; mso-fareast-theme-font: minor-latin;">a monumental effort</span></a>! The <b>overall
objective</b> of the project is to make the Archive’s content <b>publicly
available online</b>. To date, documents <a href="https://www.era.lib.ed.ac.uk/handle/1842/3879" target="_blank"><span style="mso-fareast-font-family: Calibri; mso-fareast-theme-font: minor-latin;">uploaded to the online Edinburgh ResearchArchive (ERA)</span></a> receive anywhere between <b>12.000 and 14.000
visits per year</b> (not an negligible number for the Fire Science
community). Many of these documents are not available anywhere else in the
world, hence not available online.</div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
The Archive contains a <b>wide range of topics</b> related to Fire
Science and Fire Safety Engineering (e.g. wildland fires, smoke behaviour,
flame spread, fire dynamics, egress, structural behaviour, material science,
combustion, and many, many more). Furthermore, the website hosting the <a href="https://www.era.lib.ed.ac.uk/handle/1842/1152" target="_blank"><span style="mso-fareast-font-family: Calibri; mso-fareast-theme-font: minor-latin;">Edinburgh Fire Group collections</span></a>
is the most visited website out of all of the Edinburgh Research Archive. To date, we've found some very
interesting documents which include:</div>
<ul style="text-align: justify;" type="disc">
<li class="MsoNormal"><a href="http://edinburghfireresearch.blogspot.co.uk/2012/01/world-war-ii-fire-safety-propaganda.html" style="float: left;" target="_blank"><b>WWII Fire Safety Propaganda</b></a>
found in our Archive is now exhibited at the NFPA museum and toured around
the USA during Fire Prevention weeks (yes, the ones at the stair case in
JM building are the copies of the originals).</li>
</ul>
<ul style="text-align: justify;" type="disc">
<li class="MsoNormal">This year alone, this <a href="https://www.era.lib.ed.ac.uk/handle/1842/5436" target="_blank"><b>Civil Defence Manual of Fighting Training</b></a> has received more than <b>3000 visits</b>. </li>
</ul>
<div style="text-align: justify;">
This project is a venture undertaken by the <a href="http://www.see.ed.ac.uk/fire/people.html" target="_blank"><span style="mso-fareast-font-family: Calibri; mso-fareast-theme-font: minor-latin;">Edinburgh Fire Group</span></a> as a whole.
The next step comprises a <b>huge</b> <b>indexing effort</b> in which all
of us in the Group (academics, postdocs, PhDs, master students, undergrads,
alumni, and friends of the Edinburgh Fire Group) will be spending a
full day indexing documents from the Archive. This indexing task will be closely overseen by the Library Resources for the School of Engineering and the Edinburgh Research Archive, experts in indexing and cataloguing.</div>
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<br /></div>
<div style="text-align: justify;">
During <b>Indexing Day</b>, we'll have lunch, schedule coffee/tea breaks, and head
down to the local pub in the evening. Up to date <a href="http://doodle.com/u9uezu6224sxus55" target="_blank"><span style="mso-fareast-font-family: Calibri; mso-fareast-theme-font: minor-latin;">28participants</span></a> have signed up to join us on Tuesday 9th December. For
those of you who haven't signed up, but are interested in participating, feel free to <a href="http://doodle.com/u9uezu6224sxus55" target="_blank"><span style="mso-fareast-font-family: Calibri; mso-fareast-theme-font: minor-latin;">sign up</span></a>.</div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
Email c.maluk@ed.ac.uk for more information. <br />
<br />
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<![endif]-->Unknownnoreply@blogger.com0Edinburgh, City of Edinburgh, UK55.953252 -3.188266999999996255.8109675 -3.5109904999999961 56.0955365 -2.8655434999999962tag:blogger.com,1999:blog-7696514341454100393.post-56753908054447728352014-09-23T14:54:00.001+01:002014-09-23T14:54:12.794+01:00Bang goes the Borders: Science Festival<table cellpadding="0" cellspacing="0" class="tr-caption-container" style="float: right; text-align: right;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgwyzgL6ZpQ9ZGeeDjjIYcK9H1FUuu7glHnVbuIBdRInvMN7lvje0KSIsrDRpsNC_ot1QsLtChub0BxbgwY315W7lB-BleaQO02RpWYfOCITnlU1rN3Jzx4lrEv3kYVZkY7g81uh-AbRw/s1600/BGTB-1.jpg" imageanchor="1" style="clear: right; margin-bottom: 1em; margin-left: auto; margin-right: auto;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgwyzgL6ZpQ9ZGeeDjjIYcK9H1FUuu7glHnVbuIBdRInvMN7lvje0KSIsrDRpsNC_ot1QsLtChub0BxbgwY315W7lB-BleaQO02RpWYfOCITnlU1rN3Jzx4lrEv3kYVZkY7g81uh-AbRw/s1600/BGTB-1.jpg" height="200" width="200" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><i>Dr Carvel, ready to begin.</i></td></tr>
</tbody></table>
<div style="text-align: justify;">
Saturday 20th September 2014 was the fourth "<a href="http://www.bgtb.org/"><b><i>Bang goes the Borders</i></b></a>" science festival, held at <a href="http://www.stmarysmelrose.org.uk/">St Mary's School</a> in Melrose, in the Scottish Borders. Each year the festival hosts researchers and scientists from several universities, schools and companies who present a variety of hands-on experiments, workshops and some demonstration experiments. Universities present included Heriot-Watt University (one of the event sponsors), University of Edinburgh, Newcastle University, and Glasgow University. Glasgow Science Centre were there too.</div>
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<br /></div>
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For the first time, a member of the fire research team from Edinburgh (me) was there to do some fiery demonstrations. We've been involved in a few 'public engagement' events in the past, but I've never tried to do fire experiments, outside, in such a way as to be entertaining, interesting, and safe. For this, my first attempt, the weather was very much on my side. There was little in the way of wind and the light rain earlier in the day had ensured that the grass around where I was going to be burning things was nicely damp.</div>
<div style="text-align: justify;">
<br /></div>
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The question I had to address in advance was what sort of fire experiments I could do to engage primary age kids (6-12 years old) and their parents? Having happened upon a quantity of '<a href="http://www.instructables.com/id/Swedish-Torch/">Swedish Torches</a>' (logs with cuts in them) in a local garden centre earlier in the summer, I decided to use these as the basis of my presentation: </div>
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<br /></div>
<div style="text-align: center;">
<i><b>Question: Logs don't burn by themselves, </b></i></div>
<div style="text-align: center;">
<i><b>so why do they burn by themselves when </b></i></div>
<div style="text-align: center;">
<i><b>all that's been done to them is a few cuts?</b></i></div>
<div style="text-align: center;">
<i><br /></i></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhu713uO0D-ayLcCgTjPFAo94xdrHCr5lmTfFkc-zbsSUX71Y4NmlMvCHC4T5G0PIAcoXYgt3kp8ieRX8dexd1Zf-Htu0eq7p0qsxTvdafNGy84Xf5hrIq6zNmGWYSzdqU4X7V1gJ-LLw/s1600/swedish+torch.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhu713uO0D-ayLcCgTjPFAo94xdrHCr5lmTfFkc-zbsSUX71Y4NmlMvCHC4T5G0PIAcoXYgt3kp8ieRX8dexd1Zf-Htu0eq7p0qsxTvdafNGy84Xf5hrIq6zNmGWYSzdqU4X7V1gJ-LLw/s1600/swedish+torch.jpg" height="111" width="320" /></a></div>
<div style="text-align: justify;">
<br /></div>
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The answer involves explaining the relationship between fire, air and heat. In other words, the classic 'fire triangle', although I don't think I used that phrase while explaining things.<br />
<br />
With two chunky logs quite happily burning away beside me, I asked the audience if they thought a inch thick stick of wood would burn by itself. Most of the kids said no, and they were right. I tried setting fire to the stick with a blowtorch and it self-extinguished as soon as the burner was removed. What I discovered at that point is that primary age kids think blowtorches are awesome. If I'd just randomly set things on fire with the blowtorch for half an hour, they'd have been happy. Anyway, I had three progressively thinner sticks with me as well. Do they burn by themselves? Most of the audience thought the two thinner sticks would burn in isolation. They were wrong. So why does a chunky log burn, but a thin stick doesn't? With a bit of hinting, the kids guessed that the answer was something to do with heat. Result.<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj_hOt5aU2m9gXmPnTDerwfY-rA71CVasChiDS_DJxupo0kllOyMGyIXxHuGXHAs_AY1UIhjL_wYKPhtTPe9qM7s3mb5DaWSad78mBPy6nCR3F-Uq561pmjAjplJ5mO3_8hFZkKHm2fqQ/s1600/BGTB-5.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/AVvXsEj_hOt5aU2m9gXmPnTDerwfY-rA71CVasChiDS_DJxupo0kllOyMGyIXxHuGXHAs_AY1UIhjL_wYKPhtTPe9qM7s3mb5DaWSad78mBPy6nCR3F-Uq561pmjAjplJ5mO3_8hFZkKHm2fqQ/s1600/BGTB-5.jpg" height="150" width="200" /></a></div>
Now to wow them with the effects of airflow on a fire. Spinning a small pool of heptane on a turntable has little effect on the burning behaviour, but put a wire mesh around it and spin, and you get a fire tornado. Simple and effective. There were literally gasps of excitement from the younger members of the audience.<br />
<br />
Now, having explained the influences variations in airflow and heat flow can have on a fire's burning behaviour, we were ready for the big fire test of the day. I had two identical wooden cribs (a regular arrangement of wooden sticks), about 20cm x 20cm square and about 15cm high. One was going to be burning outside, the other was placed inside a 40cm x 40cm x 40cm wooden box; the lower half of the front of the box was open. I ignited both with the blowtorch and got them to about the same stage of burning. We were going to have a race.<br />
<br />
I ran the demos three times during the day and each time about half of the audience thought the 'outside crib' was going to grow faster, while the other half thought the 'inside crib' was going to win the race.<br />
<br />
Each time we ran the race, the outside crib showed early promise, clearly being the bigger fire after about three minutes, due to a plentiful supply of air. Meanwhile the inside crib was growing at a slower rate, due to restricted airflow, but retaining its heat for future use. After about five minutes of burning, the inside crib grew rapidly in size and clearly overtook the outside crib in terms of fire size. Then the box went to flashover and decisively won the race.<br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEivib5Jzh2g-uaF7kRu5d0zqiaFsJ-iWSCVYVyIhfkb6N5PwcoLWVTrjg7hCTVWNvmzaKMgQxRRx-251IiLy6ZTIaYxmV2_cwvs1358uujVEtiqyWsckBzMqttY6vBBtOqSXLxXHTFh_g/s1600/BGTB-p2.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEivib5Jzh2g-uaF7kRu5d0zqiaFsJ-iWSCVYVyIhfkb6N5PwcoLWVTrjg7hCTVWNvmzaKMgQxRRx-251IiLy6ZTIaYxmV2_cwvs1358uujVEtiqyWsckBzMqttY6vBBtOqSXLxXHTFh_g/s1600/BGTB-p2.jpg" height="360" width="640" /></a></div>
<br />
<span style="font-size: x-small;">(Following flashover, the back of the box fell off, venting and cooling the fire; this was intentional and made the fire much easier to extinguish after the experiment...)</span><br />
<br />
These fires were watched by a good number of interested and well behaved kids; perhaps the fire safety engineers or fire scientists of the future! I hope they learned something. Certainly they were entertained.<br />
<br />
The greatest feedback I had on the day was from a boy of about 8 years old who shouted across the field at me towards the end of the day:<br />
<blockquote class="tr_bq">
<b><i>"Hey mister! Great show this morning! I'll come back again next year..."</i></b></blockquote>
I think I might go again next year. I wonder what different tests I can do?<br />
<br /></div>
Unknownnoreply@blogger.com1tag:blogger.com,1999:blog-7696514341454100393.post-21265759990676993882014-09-18T10:45:00.001+01:002014-09-18T10:46:08.191+01:00Concrete in Fire Forum, Autumn 2014<span style="font-family: inherit;"><span style="font-size: small;"><br /></span></span>
<span style="font-family: inherit;"><span style="font-size: small;">The BRE Centre for Fire Safety Engineering is happy to announce that next installment of the Concrete in Fire Forum, in conjunction with The Concrete Society, will be hosted at the University of Edinburgh.</span></span><br />
<span style="font-family: inherit;"><span style="font-size: small;"><br /></span></span>
<span style="font-family: inherit;"><span style="font-size: small;"><u>When:</u> 10.30 am Monday 17th November 2014 (we will finish around 4pm)</span></span><br />
<div class="MsoNormal">
<span style="font-family: inherit;"><span style="font-size: small;"><u>Where:</u> Seminar room, Centre for Science at Extreme Conditions
(CSEC), University of Edinburgh, Erskine Williamson
Building, The King's Buildings, Mayfield
Road, Edinburgh, EH9 3JZ, United Kingdom</span></span><br />
<span style="font-family: inherit;"><span style="font-size: small;"> <u>Location info:</u> <a href="https://www.csec.ed.ac.uk/contact-us">https://www.csec.ed.ac.uk/contact-us</a></span></span></div>
<span style="font-family: inherit;"><span style="font-size: small;"> <u>Map:</u> <a href="http://www.ed.ac.uk/maps?building=erskine-williamson-building">http://www.ed.ac.uk/maps?building=erskine-williamson-building</a><u> </u></span></span><br />
<span style="font-family: inherit;"><span style="font-size: small;"><u>Cost: </u>£Free </span></span><br />
<br />
<span style="font-family: inherit;"><span style="font-size: small;"><u>What is being presented?</u></span></span><br />
<ul>
<li><span style="font-family: inherit;"><span style="font-size: small;"><b>Use of expert elicitation
for probabilistic analysis of concrete structures in fire</b> (Ioanna Ioannou, UCL) </span></span></li>
</ul>
<ul>
<li><span style="font-family: inherit;"><span style="font-size: small;"><b>Closed-form formulation
of travelling fires in large enclosures and comparison of the peak temperature
location along concrete and steel beams </b>(Egle
Rackauskaite, Imperial)</span></span></li>
</ul>
<ul>
<li><span style="font-family: inherit;"><span style="font-size: small;"><b>The Study of Concrete in Fire: An Overview of the Thermal Exposure </b>(Cristian Maluk, Edinburgh) </span></span></li>
</ul>
<ul>
<li><span style="font-family: inherit;"><span style="font-size: small;"><b>Introducing The IFE
Special Interest Group on Fire Resistance </b>(Panos Kotsovinos, Arup)</span></span></li>
</ul>
<ul>
<li><span style="font-family: inherit;"><span style="font-size: small;"><b>Fire Tests for Tunnel Linings </b>(Tom Lennon, BRE) </span></span></li>
</ul>
<ul>
<li><span style="font-family: inherit;"><span style="font-size: small;"><b>Punching shear of flat reinforced-concrete slabs under fire
conditions</b> (Holly Smith, Edinburgh) </span></span></li>
</ul>
<ul>
<li><span style="font-family: inherit;"><span style="font-size: small;">T<b>itle to be confirmed </b>(Nicolas Pinoteau/Pierre Pimienta, CSTB, France)</span><span style="font-size: small;"> </span></span></li>
</ul>
<span style="font-family: inherit;"><span style="font-size: small;"><u>Can I come?</u></span><span style="font-size: small;"> </span></span><br />
<span style="font-family: inherit;"><span style="font-size: small;"><br /></span></span>
<span style="font-family: inherit;"><span style="font-size: small;">Yes you can, please email<a href="mailto:d.rush@ed.ac.uk" target="_blank"> d.rush@ed.ac.uk</a> for more details and to signify interest in the event. </span></span><br />
<span style="font-family: inherit;"><span style="font-size: small;"><br /></span></span>David Rushhttp://www.blogger.com/profile/01960920407371297674noreply@blogger.com0tag:blogger.com,1999:blog-7696514341454100393.post-34804007572061007362014-09-16T12:02:00.000+01:002014-10-07T18:34:51.758+01:00Edinburgh Researchers Featured in USDA Forest Service Video Spotlight<!--[if gte mso 9]><xml>
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<span style="font-family: inherit;">Researchers from the Fire Group, involved in a project on
<a href="http://edinburghfireresearch.blogspot.co.uk/2014/06/fire-group-members-work-to-better.html" target="_blank">wildland fire behavior</a> in the context of hazardous fuel reduction treatments, have recently been
featured in a video put together by the USDA Forest Service. The video
highlights several aspects of the experimental fire which was carried out in
New Jersey, USA earlier this year. Particular focus is put on efforts to better
understand and characterize the generation of firebrands in a wildland fire.
This aspect of the project is of significant interest to Edinburgh researchers,
and associated work aimed at understanding the ignition of structures due to
firebrand accumulation is being carried out in the Rushbrook Fire Laboratory,
under the guidance of Prof. Albert Simeoni, with the support of the American
Wood Council.</span></div>
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<div class="separator" style="clear: both; text-align: center;">
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<span style="font-family: inherit;"><br /></span>
<span style="font-family: inherit;">UPDATE!! UPDATE!!</span><br />
<span style="font-family: inherit;"><span style="font-size: small;"><br /></span></span>
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<![endif]--><span style="font-family: inherit;"><span style="font-size: 12pt;"><span style="font-size: small;">Our experiment in NJ
featured today in the Wildfire Today <a href="http://wildfiretoday.com/2014/10/03/international-researchers-study-fire-in-new-jerseys-pine-barrens/" target="_blank">blog</a>.</span><br />
</span></span></div>
<span style="font-family: inherit;"><br /></span>David Rushhttp://www.blogger.com/profile/01960920407371297674noreply@blogger.com0tag:blogger.com,1999:blog-7696514341454100393.post-61566844942239771782014-09-04T21:59:00.000+01:002014-09-04T21:59:45.669+01:00Playing with Fire - Towers of Babel<br />
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<span style="mso-bidi-font-style: italic;">One night over cocktails almost two years
ago Dr Cecilia Abecassis-Empis and Jo Rush started talking about what they
respectively do; Cecilia, an academic at the BRE Centre for Fire Safety
Engineering; and Jo, a freelance theatre director.<span style="mso-spacerun: yes;"> </span>The conversation, like many, quickly moved
onto the causes of the 9/11 structural collapses of the World Trade Centre
(WTC) towers. Cecilia’s and Luke Bisby’s (who over-hearing the conversation
could not help but chime in) frustration that the scientific reasoning and underlying
messages around these events were not being heard sparked an idea in the
creative recesses of Jo’s mind: <i>Towers of Babel </i>was born.</span></div>
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<br /></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgCONbD9N-lkH6x6hvPpSaEp_S1ZkN9U5mTUCXGYb97Qv61VBJwBFlRMmB03eGJiltt47PUXPJrQBjdDUwoKc2nTou880E771PKU-fLtekcFdMcHcjrxVvWScWH39q2YQiYIIB3Ky7OBdhV/s1600/photo+1.JPG" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgCONbD9N-lkH6x6hvPpSaEp_S1ZkN9U5mTUCXGYb97Qv61VBJwBFlRMmB03eGJiltt47PUXPJrQBjdDUwoKc2nTou880E771PKU-fLtekcFdMcHcjrxVvWScWH39q2YQiYIIB3Ky7OBdhV/s1600/photo+1.JPG" height="240" width="320" /></a><span style="mso-bidi-font-style: italic;">Jo commissioned a play-wright friend to
start coming up with ideas and plot lines around the research into the WTC
tower collapses, and explore the reasons why the message was not being heard by
engineers and the public alike. Conversations over dinner, skype, and at
conferences kept the juices flowing and the more questions were answered about <i>“whose
fault was it?”, “why has nothing changed?”, </i>and “<i>what other risks are
out there?”,</i> the more the play took its initial form. </span></div>
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<br /></div>
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However
we needed to know whether the characters rang true and whether the message that
we wanted to say was coming across. We gave to the play to the actors. At a read-through
at the University of Edinburgh in July 2014 five actors along with the
play-wright, Jo, and a few academics examined every nuance of story and
character. It was a success, and with some final polishing off a final script would be ready. </div>
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<br /></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjER-6F3fnJBeb7gJm8FbrXnsyMNyR3f9o-y-KjWMkWi7owXnaocURZFAIAcPzdW7GPWK2fAqZMQxKX30XaHVbzsUbtVwK9E5pKSYXBeI6yzaACjFND7tXvH-cJkPAGCldM3G2gSLCmOf8k/s1600/photo+2.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/AVvXsEjER-6F3fnJBeb7gJm8FbrXnsyMNyR3f9o-y-KjWMkWi7owXnaocURZFAIAcPzdW7GPWK2fAqZMQxKX30XaHVbzsUbtVwK9E5pKSYXBeI6yzaACjFND7tXvH-cJkPAGCldM3G2gSLCmOf8k/s1600/photo+2.JPG" height="240" width="320" /></a>This
is where we are now, with the play-wright looking at the changes and editing
the script, and the director looking to expose the play to the public audience.<span style="mso-spacerun: yes;"> </span>We are hoping to be previewing the work
sometime early next year – with plans to take it to a full production soon
afterwards.<span style="mso-spacerun: yes;"> </span>Watch
this space.</div>
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<br /></div>
<div class="MsoNormal" style="text-align: left;">
<b style="mso-bidi-font-weight: normal;">Synopsis:</b></div>
<div class="MsoNormal" style="text-align: left;">
<br /></div>
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<i>“Towers
of Babel</i> is an exciting new play that explores culpability, collusion, and
the risks we take every day. It draws on specific research by the University of
Edinburgh into why and how the World Trade Centre towers fell on 9/11, and asks
why the engineering community, in general, is not acting upon the significant
gaps in our understanding of fire exposed by this terrible event. Using this
specific engineering failure as its focus, the play engages with wider
questions about the blame culture in our society, the engineering choices made
between financial cost and human cost, and how engineers quantify, manage and
articulate risk to the wider public.”</div>
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<br /></div>
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For
more details about any aspect of the show please contact David Rush:
d.rush@ed.ac.uk</div>
<br />
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A strong Fire Group delegation presented<span style="mso-fareast-language: EN-GB;"> their work yesterday at the </span>IIE
Scotland 2<sup>nd</sup> Postgraduate Conference<span style="mso-fareast-language: EN-GB;">. The annual event is organized by the Institutes for Infrastructure
& Environment from Heriot-Watt University and The University of Edinburgh.</span></div>
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<br /></div>
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<span style="mso-fareast-language: EN-GB;">Many
congratulations to <b>Cristian Maluk</b>, <b>Mohamed Kiari</b>, <b>Zafiris
Triantafyllidis</b>, and <b>Eric Mueller</b> for being awarded in the
categories of best paper/presentation and poster.</span></div>
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<span style="mso-fareast-language: EN-GB;">BEST
PAPER/PRESENTATION</span></div>
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<span style="mso-fareast-language: EN-GB;">1<sup>st</sup> place</span></div>
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<span style="mso-fareast-language: EN-GB;">C. Maluk, L.A. Bisby, G.P. Terrasi</span></div>
<div class="MsoNormal" style="margin-left: 36.0pt;">
<span style="mso-fareast-language: EN-GB;">Fire Resistance Test on Precast CFRP Pretensioned Slabs</span></div>
<div class="MsoNormal" style="margin-left: 14.2pt;">
<span style="mso-fareast-language: EN-GB;">Joint 2<sup>nd</sup> place</span></div>
<div class="MsoNormal" style="margin-left: 36.0pt;">
<span lang="DA" style="mso-ansi-language: DA; mso-fareast-language: EN-GB;">M. Kiari, T. Stratford, L. Bisby</span></div>
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<span style="mso-fareast-language: EN-GB;">New Design of FRP Internal Reinforcement for Elevated Temperatures</span></div>
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<span style="mso-fareast-language: EN-GB;">AND</span></div>
<div class="MsoNormal" style="margin-left: 36.0pt;">
<span style="mso-fareast-language: EN-GB;">Z. Triantafyllidis, L. Bisby</span></div>
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<span style="mso-fareast-language: EN-GB;">Flexural Behaviour of Steel I-Beams Protected with Fibre-Reinforced
Intumescent Coatings at Ambient Temperature</span></div>
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<br /></div>
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<span style="mso-fareast-language: EN-GB;">BEST POSTER</span></div>
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<span style="mso-fareast-language: EN-GB;">1<sup>st</sup> place</span></div>
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<span style="mso-fareast-language: EN-GB;">E. Mueller, W. Mell, A. Simeoni</span></div>
<div class="MsoNormal" style="margin-left: 36.0pt;">
<span style="mso-fareast-language: EN-GB;">Large Eddy Simulation of Forest Canopy Flow with Applications to
Wildland Fire</span></div>
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<b><span style="mso-fareast-language: EN-GB;">Mohamed Kiari</span></b></div>
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<b><span style="mso-fareast-language: EN-GB;">Eric Mueller</span></b></div>
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David Rushhttp://www.blogger.com/profile/01960920407371297674noreply@blogger.com0tag:blogger.com,1999:blog-7696514341454100393.post-71694732821247873302014-08-19T15:46:00.003+01:002014-08-19T15:46:32.167+01:00The IMFSE is renewed by Europe!<!--[if gte mso 9]><xml>
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<span style="font-family: inherit;"><span style="font-size: small;">The IMFSE (International Master of Science in Fire Safety
Engineering:<span class="apple-converted-space"> </span><a href="http://www.imfse.ugent.be/"><span style="color: purple;">www.imfse.ugent.be</span></a>)
Management Board is proud to announce that the IMFSE program has been labelled ‘<span>a very interesting and valuable Erasmus Mundus Master
course</span>’ after official Quality Review assessment by the European
Commission. As a result, the IMFSE program has been formally included to the
Erasmus Mundus Joint Master Degrees (EMJMD) Catalogue of EACEA (Education,
Audiovisual and Culture Executive Agency). The IMFSE program scores
particularly well in terms of ‘relevance’ and ‘attractiveness’. The major
challenge is the attraction of external funding from public/private partners.
Interested parties are encouraged to contact the IMFSE program directors for
more details: Prof. Bart Merci (<a href="mailto:Bart.Merci@UGent.be"><span style="color: purple;">Bart.Merci@UGent.be</span></a>), Prof. Albert Simeoni (<a href="mailto:A.Simeoni@ed.ac.uk">A.Simeoni@ed.ac.uk</a>) and Prof. Patrick van
Hees (<a href="mailto:patrick.van_hees@brand.lth.se">patrick.van_hees@brand.lth.se</a>).
</span></span></div>
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David Rushhttp://www.blogger.com/profile/01960920407371297674noreply@blogger.com0tag:blogger.com,1999:blog-7696514341454100393.post-40911369637271376902014-07-23T08:05:00.000+01:002014-10-24T07:08:33.819+01:00Edinburgh Student wins 2014 SFPE Student Scholar Award!<br />
Many congratulations to <b>Alastair Bartlett</b>, a 2014 MEng Graduate in Structural and Fire Safety Engineering from the BRE Centre for Fire Safety Engineering, who has been awarded the <b>2014 Student Scholar Award</b> from the Educational and Scientific Foundation of the SFPE. The award was made for Alastair's MEng Thesis, entitled <b>"Charring Rates for Cross Laminated Timber under Standard and Non-Standard Heating Scenarios,"</b> which was supervised by Arup Professor Luke Bisby and Rushbrook Lecturer Rory Hadden.<br />
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Alastair will present his work at the SFPE Annual Conference in California this autumn, and has recently signed up to undertake an <b>Arup/EPSRC CASE PhD Studentship at the University of Edinburgh</b>, supervised by Rory Hadden (and Luke Bisby), continuing his work to study the fire performance of mass timber buildings.<br />
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Alastair and his MEng thesis partner, <b>Andrew Ballantyne</b>, along with Rory and Luke, are currently working on a journal paper to present their findings, and we expect that this will be published and posted on this Blog in due course.<br />
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The formal SFPE Award Citation is included below:<br />
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<b>Educational and Scientific Foundation Chair’s Message</b><br />
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"The Educational and Scientific Foundation is happy to announce that the winning paper for the 2014 Student Scholar Award entitled "Charring Rates for Cross Laminated Timber under Standard and Non-Standard Heating Scenarios" was submitted by Alastair Bartlett. Alastair undertook his thesis work as part of a five year Master’s degree program in Structural and Fire Safety Engineering at the University of Edinburgh in Scotland, UK. His advisors were Professor Luke Bisby and Dr Rory Hadden.<br />
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Alastair will be presenting his paper at our SFPE Annual Conference in Long Beach, CA in October of this year. Please make sure to attend the meeting and join us for Alastair Bartlett's presentation."<br />
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<b>A Brief Summary of the Work is as Follows</b><br />
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The use of engineered timber products such as cross-laminated timber (CLT) in high-rise construction is of increasing interest to architects, designers and the general public. A key factor preventing widespread uptake of this construction methods is a lack of understanding relating to the performance of engineered timber in fire. This presents a barrier to the construction of high-rise, sustainable timber structures. This thesis provides a more in-depth, practical knowledge of the behaviour of timber across a range of potential fire scenarios.<br />
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Charring has been identified as the fundamental mechanism through which the structural integrity of timber exposed to fire can be quantified. This thesis investigates the key design criteria of charring rate of timber exposed to a range of heating regimes including standard and non-standard heating. This thesis is novel in it’s use of the custom-built Heat-Transfer Rate Inducing System, developed by Cristian Maluk at the University of Edinburgh, to assess the charring rate of 300mm x 200mm x 120mm Sitka spruce and Scots pine CLT samples. The tests performed as part of this project were intermediate-scale, which avoids the high costs and lack of repeatability associated with repeated furnace testing, while still allowing large samples to be tested.<br />
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The CLT was exposed to the following heating regimes: constant heat flux, quadratically increasing heat fluxes and the heat flux from a simulated furnace test (an inverse model to infer incident heat flux from temperature data was developed). These were selected to allow comparison to existing data and standard test methods while exploring the parameter space further.<br />
<br />
A novel analysis method was developed to determine the charring-rate as a function of time based on temperature data. The results showed a time-dependent charring rate, which differs from the Eurocode assumption of a constant charring rate model. The average charring rate for tests undertaken using the standard fire curve were found to be around 0.7mm/min (similar to the existing literature, and slightly above Eurocode values), but with significant variation. The constant heat flux tests were compared to similar small-scale tests carried out in the FM Global Fire Propagation Apparatus and it was found that charring rate increases with incident heat flux, and charring is significantly faster on a large, vertically orientated sample than on a small, horizontally orientated sample. It was also observed that charring rate was often not uniform across the sample surface. The results from the quadratically increasing heat fluxes show that charring rate increased linearly with heating rate, with average charring rates increasing from 0.64mm/min at a growth rate of 8.33W/m^2.min to 0.81mm/min at a growth rate of 16.7W/m^2.min, which again differ substantially from the values given in the Eurocodes.<br />
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Many congratulations to Alastair!!!</div>
<br />
<br />Luke Bisbyhttp://www.blogger.com/profile/07354136977715602489noreply@blogger.com0tag:blogger.com,1999:blog-7696514341454100393.post-76075808534496290482014-07-10T11:04:00.000+01:002014-07-10T11:29:36.766+01:00SiF 2014 – New city, new conference sessions, same old story?<!--[if gte mso 9]><xml>
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<b>Views from a post-doc</b> </div>
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<br /></div>
<div class="MsoNormal">
The 8<sup>th</sup> international conference on Structures in
Fire was held in the massive and ever changing city of Shanghai from 11<sup>th</sup>
to 13<sup>th</sup> June 2014. A large delegation from Edinburgh attended the
conference, many for their first taste of this conference series, and many of
the delegation had the opportunity to present their research, with 7 oral
papers and one poster paper being presented. <span style="mso-spacerun: yes;"> </span>The conference attracted over 250 delegates
from all around the world (apart, yet again, from Africa).<br />
<br />
<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/AVvXsEgmPDf5ClEQjHoR3RFyfp7Ih6rh6FfccX3IqT3MZsJVcNC0exaZtakb9GlZuWozFzMkXlI2BOsMb25drz9Uu9ULUMTvKcw4kpZ5BgxKF-lnUvs2cqerSFHvcw3MGlAhyMI4-2MmY-8sClNs/s1600/photo+1.JPG" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgmPDf5ClEQjHoR3RFyfp7Ih6rh6FfccX3IqT3MZsJVcNC0exaZtakb9GlZuWozFzMkXlI2BOsMb25drz9Uu9ULUMTvKcw4kpZ5BgxKF-lnUvs2cqerSFHvcw3MGlAhyMI4-2MmY-8sClNs/s1600/photo+1.JPG" height="298" width="400" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Bund - Shanghai (Copyright D.Rush)</td></tr>
</tbody></table>
This year 282 two-page extended abstracts were submitted and
reviewed by the scientific committee, with around 150 papers being selected for
the 80+ oral and 60+ poster presentations.<span style="mso-spacerun: yes;">
</span>All of the research that was presented, whether through a poster or oral
presentation, also had an 8-page research paper included within the conference proceedings,
which rightly gives all the papers the same level of rigour for a conference
striving to present the most current research being performed in the area of
structures in fire, and the organisers should be commended for this.</div>
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<br /></div>
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The high number of accepted papers meant that for the first
time in the history of this conference series, parallel sessions were
introduced during the middle part of each day.<span style="mso-spacerun: yes;">
</span>Whilst members of the SiF community may be strongly for or strongly
against having parallel sessions, I personally can see the positives and
negatives. More papers can be accepted, if their quality is good enough, and it
means that sessions can be more specialised. However, parallel sessions also
mean that the delegates are split, and as delegates at such a niche conference
it can be very hard to choose which session to attend; I found myself popping
in and out of the sessions to view alternate presentations and thus missing their
starts due to different time keeping in the sessions. Parallel sessions also
stopped delegates from engaging in more holistic debates, which can happen in
single session conferences.</div>
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<br /></div>
<div class="MsoNormal">
<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/AVvXsEiPb7PwA87jQtR57jRq570ODveY7lbtVmwAwMHsXvGYOJa9W73VtFC0OvoZRwl2qY8F7uQA4vxfo21dbRkSBMrcubF7WiDYIhD9Ut2uIuIAKZhJMGokrtBFVeVj_Z59sdrIKDjGVRZ-sqVu/s1600/photo.JPG" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiPb7PwA87jQtR57jRq570ODveY7lbtVmwAwMHsXvGYOJa9W73VtFC0OvoZRwl2qY8F7uQA4vxfo21dbRkSBMrcubF7WiDYIhD9Ut2uIuIAKZhJMGokrtBFVeVj_Z59sdrIKDjGVRZ-sqVu/s1600/photo.JPG" height="320" width="239" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Conference Proceedings (Copyright D.Rush)</td></tr>
</tbody></table>
The high number of accepted oral presentations also had a
negative effect on the presentation of the posters.<span style="mso-spacerun: yes;"> </span>In Zurich for SiF 2012, those delegates with
posters had five minutes to present their work, after which they were able answer
more in depth questions over tea and coffee.<span style="mso-spacerun: yes;">
</span>This format worked really well, but was unfortunately not adopted in
Shanghai, probably due to the fact that more time was required to accommodate
the larger number of oral presentations. This meant that, although the posters
were accompanied by research papers, they were relegated to a consolation status,
being presented in a short 40 minute session over tea and coffee.<span style="mso-spacerun: yes;"> </span></div>
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<br /></div>
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All the research papers were accepted for this conference on
the basis of a two-page abstract.<span style="mso-spacerun: yes;"> </span>This
is not a full paper due to the desire of this conference series to include the
most up to date research.<span style="mso-spacerun: yes;"> </span>However, the
282 two-page abstracts submitted must have taken a lot of time to review by the
scientific committee, which aims to have at least 3 reviews for each
submission. In the 6 weeks between submission and notifying the authors of the
decisions made, the 52 reviewers from on the scientific committee each reviewed
on average 15+ abstracts on a wide variety of topics, collated all the reviews,
and decided which abstracts to invite to present full papers. This is no easy
task and not conducive to high quality control, and as in Zürich, some
questions were raised by a number of fellow delegates over the review process
and the quality of the oral papers being presented<span style="mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-GB;">. The main issues worthy of consideration after this conference are the
same as in Zurich, and to quote from my previous Blog after the SiF 2012 conference
(none of which are unique to the SiF conference series):</span></div>
<div class="MsoNormal">
<br /></div>
<blockquote class="tr_bq">
<div class="MsoNormal">
<span style="mso-fareast-language: EN-GB;"><b>1.</b><span style="mso-spacerun: yes;"><b> </b> </span><i style="mso-bidi-font-style: normal;">Too
many papers lacked novel or significant context:</i></span></div>
</blockquote>
<blockquote class="tr_bq">
</blockquote>
<blockquote class="tr_bq">
<div class="MsoNormal">
<i style="mso-bidi-font-style: normal;"><span style="mso-fareast-language: EN-GB;">Many of the presented papers struggled to
inform the listener of why they should care about the work being presented;
there was little context to the work provided in most cases. Even the most
engaging presentations and presenters frustrated delegates by not clearly
saying at any point why the work was done and why one should care about it. The
main question that needs to be answered is who benefits from the research apart
from those doing the research?</span></i></div>
</blockquote>
<blockquote class="tr_bq">
</blockquote>
<blockquote class="tr_bq">
<div class="MsoNormal">
<i style="mso-bidi-font-style: normal;"><span style="mso-fareast-language: EN-GB;"><b>2.</b><span style="mso-spacerun: yes;"> </span>The
lost art of presenting:</span></i></div>
</blockquote>
<blockquote class="tr_bq">
</blockquote>
<blockquote class="tr_bq">
<div class="MsoNormal">
<i style="mso-bidi-font-style: normal;"><span style="mso-fareast-language: EN-GB;">Too many of the presentations were difficult
to follow and were easy to disengage from with which detracted from the
discussions, as instead of collective expertise being used to further research
and how to apply it in the real world, questions were being asked simply for
clarification rather than for extension. For the presentations that were
presented well constructive discussions generally followed. There were
three trends that could be seen when comparing the good and bad discussions.</span></i></div>
</blockquote>
<blockquote class="tr_bq">
<blockquote class="tr_bq">
<div class="MsoNormal">
<i style="mso-bidi-font-style: normal;"><span style="mso-fareast-language: EN-GB;"><b>i.</b><span style="mso-spacerun: yes;"> </span>Language
barrier – Many of those who did not have a good grasp of English, the chosen
language of the conference, struggled to communicate their work effectively. In
some cases such presenters resorted to simply reading their slides. This
problem is admittedly very hard to solve. The post presentation questioning was
particularly problematic.</span></i></div>
</blockquote>
<blockquote class="tr_bq">
<div class="MsoNormal">
<i style="mso-bidi-font-style: normal;"><span style="mso-fareast-language: EN-GB;"><b>ii.</b><span style="mso-spacerun: yes;"><b> </b> </span>Hard
to see the forest through the trees – many of the presenters had graphs or
images, on which they would be making a comment, but rarely did they explain
what the graph or image was showing or representing. For those who aren’t
experts in the area (which should be a large portion of the audience if the
research being presented is at the cutting edge of the science), there would be
no way of understanding what they were looking at.</span></i></div>
</blockquote>
<blockquote class="tr_bq">
<div class="MsoNormal">
<i style="mso-bidi-font-style: normal;"><span style="mso-fareast-language: EN-GB;"><b>iii.</b><span style="mso-spacerun: yes;"><b> </b> </span>Mathematical
blindness – as was evident with the images, there were too many equations with
not enough explanation, and in some case there were too many equations to even
keep track of. The effect of this was to turn the slide in to a blur of
black and white with little apparent meaning.</span></i></div>
</blockquote>
<div class="MsoNormal">
<i style="mso-bidi-font-style: normal;"><span style="mso-fareast-language: EN-GB;"><b>3. </b> The works
presented in the papers, for the most part, was not directly assessed by review:
</span></i></div>
</blockquote>
<blockquote class="tr_bq">
</blockquote>
<blockquote class="tr_bq">
<div class="MsoNormal">
<i style="mso-bidi-font-style: normal;"><span style="mso-fareast-language: EN-GB;">With the papers being presented on the basis
of only a 2-page abstract, the actual work presented in the 8-page papers was hardly
critiqued at all, nor rigorously assessed, but likely only checked for
editorial issues. This led to the quality of many papers being presented
being lower than it really should have been be for the SiF conference
series. </span></i></div>
</blockquote>
<div class="MsoNormal">
<br />
<span style="mso-fareast-language: EN-GB;">One thing that has
changed for the better since SiF 2012 in Zurich is that this SiF conference did
include a number of delegates from industry and consultancy, with the
conference being sponsored by a fire protection paint manufacturer,
International Paint Ltd. However most of the delegates and presenters were
academics, myself included. Without delegates from consultancy and industry,
those who apply the information in the real world and lead us to the critical
and relevant areas of research, we fool ourselves that we are doing a good job
because we lose perspective and context to our work and presentations. Our work
becomes self-satisfying rather than industry leading, and we end up producing
redundant, sometimes pointless knowledge, that in practice will never be
applied.</span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<u><b><span style="mso-fareast-language: EN-GB;">So where could we
go to improve the SiF Movement?</span></b></u></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<span style="mso-fareast-language: EN-GB;"><u>First,</u> we need to
increase the quality of the papers presented, which could be done by either papers
selected and reviewed on full paper submissions rather than on 2-page abstracts,
and/or increasing the number (or quality) of reviewers to reduce the workload on
the scientific committee and improve the quality control. There should also be
some guidance/template for the abstracts to help the authors highlight the
relevance of their work. </span></div>
<div class="MsoNormal">
<u><br /></u></div>
<div class="MsoNormal">
<span style="mso-fareast-language: EN-GB;"><u>Second,</u> we need to
improve the quality of the presentations, and we could provide some guidelines
for the presentations including, amongst other things, stipulations that if you
are presenting graphs and equations that you explain clearly what the audience
is looking at, and why they are looking at it. If the quality of the work
is good enough and the presentation of it clear, then issues of language are
significantly lessened.</span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<span style="mso-fareast-language: EN-GB;"><u>Third,</u> to improve
the discussions around the cutting edge research being presented, allow access
to the proceedings (digitally would be preferable) a week before the conference
so those who wish can read papers and prepare questions. We could also change
the question time format and have a series of presentations around a theme and
then a general discussion on all the presentations rather than each individually.</span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<span style="mso-fareast-language: EN-GB;"><u>Fourth,</u> we need to
remain relevant to the construction industry. One way of doing this is to
invite our industrial partners to join us and invite them to speak on the
subjects that they feel are of major concern to them. They could be
designers, consultants, materials suppliers, architects, practitioners, and we
could discuss what matters to them and to the broader building design industry,
rather than existing in an isolated academic bubble with few industrialists
present.</span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<span style="mso-fareast-language: EN-GB;"><u>Finally,</u> as we grow
we need the leadership to grow, and I believe that we need new members on the
steering committee to help guide the conference in the future. </span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
If we improve the quality and directly indicate the
relevance of the research which is being conducted, improve the way we present
it and allow more time for more informed discussions, we can grow, become more
relevant, and remain the world leading forum for Structures in Fire.<span style="mso-fareast-language: EN-GB;"></span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
David Rush </div>
David Rushhttp://www.blogger.com/profile/01960920407371297674noreply@blogger.com0tag:blogger.com,1999:blog-7696514341454100393.post-45081451611895591792014-07-08T16:13:00.001+01:002014-08-07T14:23:00.915+01:00SiF 2014 conference - Shanghai: Paper and Posters<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjRkModsWFLfVu7Uu5f5OA5YsqgQ6i2jTovi314n-Czf_xWhMXNJyq83dWWcdzlaFIpVn4fswYDPl4sSdSsiVcsMp9d9z7Bptxsz2PKfH9b5rPtxxFsOKxdehAFN264HCytRgZLxVLnezp5/s1600/Picture1.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjRkModsWFLfVu7Uu5f5OA5YsqgQ6i2jTovi314n-Czf_xWhMXNJyq83dWWcdzlaFIpVn4fswYDPl4sSdSsiVcsMp9d9z7Bptxsz2PKfH9b5rPtxxFsOKxdehAFN264HCytRgZLxVLnezp5/s1600/Picture1.jpg" height="320" width="239" /></a>A strong Edinburgh delegation presented several papers at the 8th International Conference on Structures in Fire, held in Shanghai in June 2014. The titles and authors of the papers are listed below (Edinburgh authors highlighted in <b>bold</b>)<b></b>, and the proceedings of the conference can be found at <a href="http://www.structuresinfire.com/">http://www.structuresinfire.com/</a><br />
<br />
<u>Title:</u> Towards fragility analysis for structural fire resistance: residual capacity of concrete columns<br />
<u>Authors:</u> <b>D. Rush, L. Bisby</b>, I. Ioannou and T. Rossetto<br />
<u>Proceeding pages</u>: 459 - 466<br />
<br />
<u>Title:</u> Deformation and response of continuous and restrained post-tensioned concrete slabs at high temperatures<br />
<u>Authors: </u>J. Gales and <b>L. Bisby</b><br />
<u>Proceeding pages:</u> 305 - 312<br />
<br />
<u>Title:</u> Software firelab for probabilistic analysis of steel-framed structures in fire<br />
<u>Authors:</u> <b>S. Devaney, A. Usmani</b> and C.S. Manohar<br />
<u>Proceeding pages:</u> 919 - 926<br />
<br />
<u>Title:</u> Selection criteria of fire scenarios for buildings<br />
<u>Authors:</u><b> I.Del Prete</b>, G. Cefarelli, A. Ferraro, E. Nigro and D. Sannino<br />
<u>Proceeding pages:</u> 1079 - 1086<br />
<br />
<u>Title:</u> Punching shear of restrained reinforced concrete slabs under fire conditions<br />
<u>Authors:</u> <b>H.K.M. Smith, T. J. Stratford and L. Bisby</b><br />
<u>Proceeding pages:</u> 443 - 450<br />
<br />
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjW8wHt-hy7FjvNZJmqfjm6Wf6QBc-h9iBb4tbpsa4WDY3tbqHTPpE6-k4Njt1uCfoPSQ-b5jRQO-8NVhiO-x3Qpue69oUDNOxdqyRxJtIpDUJP2UTEkI0ccYpnCqmQBJwQ-o6g0zA_xqwL/s1600/Picture2.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjW8wHt-hy7FjvNZJmqfjm6Wf6QBc-h9iBb4tbpsa4WDY3tbqHTPpE6-k4Njt1uCfoPSQ-b5jRQO-8NVhiO-x3Qpue69oUDNOxdqyRxJtIpDUJP2UTEkI0ccYpnCqmQBJwQ-o6g0zA_xqwL/s1600/Picture2.jpg" height="320" width="229" /></a><u>Title:</u> Evaluating design guidance for intumescent fire protection of concrete filled structural hollow sections<br />
<u>Authors:</u> <b>D. Rush, L. Bisby</b> and A. Jowsey<br />
<u>Proceeding pages: </u>1071 - 1078<br />
<br />
<u>Title:</u> High temperature performance of sustainable concrete with recycled concrete aggregates<br />
<u>Authors: </u>J. Gales, <b>T. Parker</b>, M.F. Green, D. Cree and <b>L. Bisby</b><br />
<u>Proceeding pages: </u>1203 - 1210<br />
<br />
<u>Title: </u>Mechanical properties of fibre reinforced polymer reinforcement for concrete at high temperature<br />
<u>Authors:</u><b> E. McIntyre</b>, A. Bilotta, <b>L. Bisby</b> and E. Nigro<br />
<u>Proceeding pages:</u> 1227 - 1234<br />
<br />
<u>Title:</u> Experimental and numerical studies on damage mechanisms in cementitious coatings on structural steel members<br />
<u>Authors:</u> S.W. Chen, <b>L.M. Jiang, A. Usmani</b> and G.Q. Li<br />
<u>Proceeding pages:</u> 1251 - 1258<br />
<br />
<u>Title:</u> Analytical solutions for nonlinear response of plates under thermal loading<br />
<u>Authors: </u><b>P. Khazaeinejad and A. Usmani</b><br />
<u>Proceeding pages:</u> 969 - 978<br />
<br />
<u>Title:</u> Post-fire residual capacity of protected and unprotected concrete filled steel hollow columns<br />
<u>Authors:</u> <b>D. Rush, L. Bisby</b> and A. Jowsey<br />
<u>Proceeding pages:</u> 435 - 442<br />
<br />
<u>Title:</u> Influence of ductility on the behaviour of RC frames in post-earthquake fire<u> </u><br />
<u>Authors:</u> Asif H. Shah, <b>Praveen Kamath</b>, Umesh K. Sharma, Pradeep Bhargava<b>, Asif Usmani, </b>GR Reddy, Tarvinder Singh and Hitesh Lakhani<br />
<u>Proceeding pages:</u> 279 - 286<br />
<br />
<u><br /></u>
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjsc8Wb3dNwAEt9ZuBAbRKF9yR4iIYOYd8jDBikQ1mDEQmhlxs_DYlN94G7UuHACmmDnn9_5u_eeEQmOYipo0U0d3T1HDnVsl2HMXtKSXmc_fwCMfw07PH9gBtVNQxk8zP-PsWEQwDhG3V5/s1600/Picture3.png" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjsc8Wb3dNwAEt9ZuBAbRKF9yR4iIYOYd8jDBikQ1mDEQmhlxs_DYlN94G7UuHACmmDnn9_5u_eeEQmOYipo0U0d3T1HDnVsl2HMXtKSXmc_fwCMfw07PH9gBtVNQxk8zP-PsWEQwDhG3V5/s1600/Picture3.png" height="320" width="228" /></a><u>Title:</u> Calibration of a simplified method for fire resistance assessment of partially encased composite beams<br />
<u>Authors:</u> E. Nigro, <b>I.D. Prete</b>, D. Sannino and G. Cefarelli<br />
<u>Proceeding pages:</u> 713 - 720<br />
<br />
<u>Title:</u> Fire-induced progressive collapse of braced steel structures<br />
<u>Authors:</u> J. Jiang, G.Q. Li and <b>A. Usmani</b><br />
<u>Proceeding pages:</u> 887 - 894<br />
<br />
<u>Title:</u> An opensees-based integrated tool for modelling structures in realistic design fires<br />
<u>Authors:</u> <b>L.M. Jiang,</b> Y.Q. Jiang, J. Jiang, <b>A. Usmani</b> and S.W. Chen<br />
<u>Proceeding pages:</u> 987 - 994<br />
<br />
<u>Title:</u> A novel test method for the study of structures in fire (topic: experimental studies)<br />
<u>Authors:</u> <b>C. Maluk and L. Bisby</b><br />
<u>Proceeding pages:</u> 1063 - 1070 <br />
<br />
<u>Title:</u> Fire safety check of existing tall office buildings applying fire engineering approach: a case study<br />
<u>Authors:</u> E. Nigro, <b>I. D.Prete</b>, G. Cefarelli, Anna Ferraro, Domenico Sannino and Gaetano Manfredi<br />
<u>Proceeding pages:</u> 1087 - 1094<br />
<br />David Rushhttp://www.blogger.com/profile/01960920407371297674noreply@blogger.com0tag:blogger.com,1999:blog-7696514341454100393.post-35549977394627131672014-06-25T17:01:00.000+01:002014-06-26T23:23:48.316+01:00Congratulations to the IMFSE Class of 2014! <br />
Monday the 26 June marked the graduation of the 3rd cohort of students from our International Master in Fire Safety Engineering which we run with the Universities of Ghent and Lund.<br />
<br />
There were three parts to an action packed day hosted by the University of Ghent in what must be one of the most beautiful cities in the world.<br />
<br />
<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/AVvXsEi7rPmTDeMQuqKLfBhsiHtLyGcoLvoH7G6XjXo_yc-E1LIbbZGdzF3Yde4hYygrzrQVJCb7EBb9jPsmuh_OzyC1WKhYqPZ_4WjCy4hQ1upB4HFy3TaQ4xVh_8xX28YBrHUzA1ybNcTmWk4X/s1600/photo.JPG" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi7rPmTDeMQuqKLfBhsiHtLyGcoLvoH7G6XjXo_yc-E1LIbbZGdzF3Yde4hYygrzrQVJCb7EBb9jPsmuh_OzyC1WKhYqPZ_4WjCy4hQ1upB4HFy3TaQ4xVh_8xX28YBrHUzA1ybNcTmWk4X/s1600/photo.JPG" height="320" width="240" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Ghent - surely one of the most beautiful cities in the world</td></tr>
</tbody></table>
In the morning the students presented their thesis work. The topics ranged from egress modelling to structures in fire and advanced CFD to performance based design. The students excelled at this and the 7 minutes allotted to each speaker flew by. It was great to also hear to personal stories and reflection from the students of their IMFSE experience.<br />
<br />
The middle of the day was the official proclamation and the world gained 18 new fire engineers!<br />
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<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhTcpcIDMD9dmLkpLdXXfqhAmumJgafDtXD8zHjP8STj9gLPh0UYxitp2uRDmIcyJgDeZ3ZCo1SPiuV0uBkhTP5NrfhH_t7OD8NIiu9IXsEmVUvlgvr79Kjeb3ZfTfjasiMHLzrTqDftoD_/s1600/10491082_622655377829886_7704188792773577697_n.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhTcpcIDMD9dmLkpLdXXfqhAmumJgafDtXD8zHjP8STj9gLPh0UYxitp2uRDmIcyJgDeZ3ZCo1SPiuV0uBkhTP5NrfhH_t7OD8NIiu9IXsEmVUvlgvr79Kjeb3ZfTfjasiMHLzrTqDftoD_/s1600/10491082_622655377829886_7704188792773577697_n.jpg" height="213" width="320" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">The IMFSE class of 2014!</td></tr>
</tbody></table>
Finally the day ended with an evening of entertainment. Dinner took the form of a walking tour with each course being served in a different venue. The food was excellent and it was great to hear more about the history of the city en route between venues.<br />
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<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiNQxH896BEt6IWuSgv_8PtZNGLeT2esSN35mFQGezgvUuG5LaBzLYaqyv24-HiNy_vqAnnFOOscOFf9CS9wU7Ffp_CPAQMkyeVbimd6gcc9xIlTMWicqRg-633mIoKjtdLg18MluPuGx7q/s1600/10488245_10154340552645445_8072514741369196316_n.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiNQxH896BEt6IWuSgv_8PtZNGLeT2esSN35mFQGezgvUuG5LaBzLYaqyv24-HiNy_vqAnnFOOscOFf9CS9wU7Ffp_CPAQMkyeVbimd6gcc9xIlTMWicqRg-633mIoKjtdLg18MluPuGx7q/s1600/10488245_10154340552645445_8072514741369196316_n.jpg" height="240" width="320" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Some more of Ghent including Graffiti Alley and an impressive building!</td></tr>
</tbody></table>
We finally ended in a bar (this is Belgium after all) and were entertained by Elise Meerburg (the IMFSE Erasmus Mundus Administrator) and her band. The music was excellent and I even spotted one or two professors dancing! This was a fantastic way to round of a truly excellent day - many thanks to all for a great time in Ghent.<br />
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<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj0yzK3c9PkArToI-56B5oUwb5ig-oUY64uPjz2461hyYJaMZaYo-DMN1l0dLvT9D2XBoJWbCtdUAfZdWcI5Tf0tmMV2_rtz6z590u9l5luhQCuXbDeQcQx2GGbX_0d0xsTk7VHQqhwnaK_/s1600/elise+band.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj0yzK3c9PkArToI-56B5oUwb5ig-oUY64uPjz2461hyYJaMZaYo-DMN1l0dLvT9D2XBoJWbCtdUAfZdWcI5Tf0tmMV2_rtz6z590u9l5luhQCuXbDeQcQx2GGbX_0d0xsTk7VHQqhwnaK_/s1600/elise+band.jpg" height="196" width="320" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">The band (dancing professors omitted for decency)</td></tr>
</tbody></table>
<div style="text-align: center;">
We wish the graduates all the best with their future careers as fire engineers!</div>
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<span style="font-size: x-large;"><br /></span>Roryhttp://www.blogger.com/profile/00607956450477636048noreply@blogger.com0tag:blogger.com,1999:blog-7696514341454100393.post-59415770790707913562014-06-25T16:11:00.001+01:002014-06-25T16:14:09.291+01:00Staff Spotlight: Prof. Drysdale <br />
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<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg3qusNYJCO1D67FjGGpTqsUv4EUbQKgoh3hcz3wMtLOVqlp9D_xVEbDYeoz9LFrYaTVXexzqfCZj3BEIjdFXql3pwLcKYP00Ok6aJA07O3SFZDQylFNcwY5wnzYU_T3StKMxgAN4735lpc/s1600/news107.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg3qusNYJCO1D67FjGGpTqsUv4EUbQKgoh3hcz3wMtLOVqlp9D_xVEbDYeoz9LFrYaTVXexzqfCZj3BEIjdFXql3pwLcKYP00Ok6aJA07O3SFZDQylFNcwY5wnzYU_T3StKMxgAN4735lpc/s1600/news107.jpg" height="320" width="170" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Prof. Drysdale at Everest base camp. Another of his many achievements!</td></tr>
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Prof. Drysdale is featured in this month's Edinburgh Alumni Staff Spotlight. Click <a href="http://www.ed.ac.uk/alumni/services/news/news/dougal-drysdale">here</a> to read the full article. The article was prepared following our 40th Anniversary Celebrations earlier this year and charts Dougal's career from his beginnings as a combustion chemist to the publication of the 3rd edition of<i> Introduction to Fire Dynamics</i>.<br />
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What's next, Dougal?<br />
<br />
<br />Roryhttp://www.blogger.com/profile/00607956450477636048noreply@blogger.com0tag:blogger.com,1999:blog-7696514341454100393.post-38340229967328515372014-06-21T15:52:00.000+01:002014-07-10T11:30:43.731+01:00A couple of recently published journal articles<br />
Some recent research from Edinburgh staff and students have found their way into academic journals.<br />
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" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a><span style="font-size: large;"><u><b>Title: </b></u>An application of the PEER performance based earthquake engineering framework to structures in fire</span><br />
<br />
<u><b>Journal: </b></u>Engineering Structures [01/2014; Vol. 66: pgs100–115].<br />
<u><b>DOI: </b></u><a href="http://dx.doi.org/10.1016/j.engstruct.2014.01.052">http://dx.doi.org/10.1016/j.engstruct.2014.01.052</a><b> </b><br />
<br />
<u><b>Authors:</b></u> David Lange (SP, Sweden), Shaun Devaney, Asif Usmani (both University of Edinburgh)<br />
<u><b>Keywords:</b></u> Structures in fire; Performance based design; PEER; Fire engineering; Probabilistic analysis.<br />
<u><b><br /></b></u>
<u><b>Abstract:</b></u> The Pacific Earthquake Engineering Research (PEER) Center’s Performance Based Earthquake Engineering (PBEE) framework is well documented. The framework is a linear methodology which is based upon obtaining in turn output from each of the following analyses: hazard analysis; structural analysis; loss analysis, and finally decision making based on variables of interest, such as downtime or cost to repair.<br />
The strength of the framework is in its linearity, its clear flexibility and in the consideration of uncertainty at every stage of the analysis. The framework has potential applications to other forms of extreme loading; however in order for this to be achieved the ‘mapping’ of the framework to the analysis of structures for other loading situations must be successful.<br />
This paper illustrates one such ‘mapping’ of the framework for Performance Based Fire Engineering (PBFE) of structures. Using a combination of simple analytical techniques and codified methods as well as random sampling techniques to develop a range of response records, the PEER framework is followed to illustrate its application to structural fire engineering. The end result is a successful application of the earthquake framework to fire which highlights both the assumptions which are inherent in the performance based design framework as well as subjects of future research which will allow more confidence in the design of structures for fire using performance based techniques.<br />
This article describes the PEER framework applied to structural earthquake design then follows the framework from start to completion applying suitable alternative tools to perform each stage of the analysis for structures in fire.<br />
<br />
<br />
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjsDKp_3tnWJcMB-eOe0fZP8Itu_G4SGblScTLBA57lFZCNAHe_s80rQJGBZ81QiWQ5KVf_Lq1761f8J0-hIy3pMXPNQ6EZSufx4aAV3yVZbzn6qsWkMF45L_gaP2CQg29nRXCAZDMaWt0f/s1600/Rush+et+al..jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjsDKp_3tnWJcMB-eOe0fZP8Itu_G4SGblScTLBA57lFZCNAHe_s80rQJGBZ81QiWQ5KVf_Lq1761f8J0-hIy3pMXPNQ6EZSufx4aAV3yVZbzn6qsWkMF45L_gaP2CQg29nRXCAZDMaWt0f/s1600/Rush+et+al..jpg" height="320" width="238" /></a><span style="font-size: large;"><u><b>Title: </b></u>Design of intumescent fire protection for concrete filled structural hollow sections</span><br />
<br />
<u><b>Journal: </b></u>Fire Safety Journal [Vol.67; (2014); pgs 13–23]<br />
<u><b>DOI: </b></u><a href="http://dx.doi.org/10.1016/j.engstruct.2014.01.052"><b>http://dx.doi.org/10.1016/j.firesaf.2014.05.004</b></a><b> </b><br />
<br />
<u><b>Authors:</b></u> David Rush, Luke Bisby (both Univeristy of Edinburgh) Martin Gillie (University of Manchester), Allan Jowsey (International Paint Ltd.), Barbara Lane (Arup)<br />
<u><b>Keywords:</b></u> Composite columns; Intumescent fire protection; Forensic analysis; Section factor; Limiting temperature; Design.<br />
<u><b><br /></b></u>
<br />
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<u><b>Abstract:</b></u><span style="mso-bidi-font-size: 12.0pt;"> Design of intumescent
protection systems for concrete filled structural steel hollow (CFS) sections in
the UK typically requires three input parameters in practice: (1) a required
fire resistance rating; (2) and ‘effective’ section factor; and (3) a limiting steel
temperature for the hollow structural section.<span style="mso-spacerun: yes;">
</span>While the first of these inputs is generally prescribed in building
codes, the latter two require greater engineering knowledge and judgement.<span style="mso-spacerun: yes;"> </span>This paper examines results from standard
furnace tests on 26 CFS sections, 14 of which were protected with intumescent
coatings by application of current UK design guidance. The protected sections
demonstrate highly conservative fire protection under standard fire exposure, a
conservatism not typically observed for protected unfilled steel hollow
sections. The possible causes of the observed conservatism are discussed, and it
is demonstrated that the method currently used to calculate the effective
section factor for protected CFS columns is based on a false presumption that both
unprotected and protected CFS columns can be treated in the same manner. A
conservative method for determination of the steel limiting temperature for CFS
columns is proposed; this can be applied by designers to more efficiently
specify intumescent fire protection for CFS members.<span style="mso-spacerun: yes;"> </span></span></div>
David Rushhttp://www.blogger.com/profile/01960920407371297674noreply@blogger.com0