<?xml version="1.0" encoding="UTF-8" standalone="no"?><?xml-stylesheet href="http://www.blogger.com/styles/atom.css" type="text/css"?><feed xmlns="http://www.w3.org/2005/Atom" xmlns:blogger="http://schemas.google.com/blogger/2008" xmlns:gd="http://schemas.google.com/g/2005" xmlns:georss="http://www.georss.org/georss" xmlns:openSearch="http://a9.com/-/spec/opensearchrss/1.0/" xmlns:thr="http://purl.org/syndication/thread/1.0"><id>tag:blogger.com,1999:blog-1066402840756127162</id><updated>2024-10-04T23:23:07.158-07:00</updated><title type="text">SASS</title><subtitle type="html">SASS is a student-run organization dedicated to serving the needs of students at SLAC. We seek to build a student community that supports learning, communication skill development, and exploration of research and careers. Each week we host seminars delivered by and for SLAC students.</subtitle><link href="http://sass-at-slac.blogspot.com/feeds/posts/default" rel="http://schemas.google.com/g/2005#feed" type="application/atom+xml"/><link href="http://www.blogger.com/feeds/1066402840756127162/posts/default?redirect=false" rel="self" type="application/atom+xml"/><link href="http://sass-at-slac.blogspot.com/" rel="alternate" type="text/html"/><link href="http://pubsubhubbub.appspot.com/" rel="hub"/><link href="http://www.blogger.com/feeds/1066402840756127162/posts/default?start-index=26&amp;max-results=25&amp;redirect=false" rel="next" type="application/atom+xml"/><author><name>Joel Frederico</name><uri>http://www.blogger.com/profile/02613449116091759228</uri><email>noreply@blogger.com</email><gd:image height="32" rel="http://schemas.google.com/g/2005#thumbnail" src="//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiLP7_YOEuyd_PDttJJKe_TUYPg7cSCWpFO-EGJSvKgYvOBiAtKltJvg3MK5BM_xEolzbdUs1E-vpz4aUIjK011yoQfCYSASeHArpLpcweBc-wE4LOGkNH0RGamA_KhYA/s220/198623_10101759422115796_733886866_n+%281%29.jpg" width="32"/></author><generator uri="http://www.blogger.com" version="7.00">Blogger</generator><openSearch:totalResults>26</openSearch:totalResults><openSearch:startIndex>1</openSearch:startIndex><openSearch:itemsPerPage>25</openSearch:itemsPerPage><xhtml:meta content="noindex" name="robots" xmlns:xhtml="http://www.w3.org/1999/xhtml"/><entry><id>tag:blogger.com,1999:blog-1066402840756127162.post-2763648080190057238</id><published>2012-02-20T12:01:00.001-08:00</published><updated>2012-02-20T12:01:46.568-08:00</updated><title type="text"/><content type="html">&lt;span class="title_blue"&gt;Extrasolar Planets&lt;/span&gt;&lt;br&gt;                     &lt;span class="title_orange"&gt;Warit Mitthumsiri&lt;/span&gt;&lt;br&gt;                     &lt;span class="subtitle_blue"&gt;Time:  12:30pm February, 22 2012&lt;/span&gt;&lt;br&gt;                                  &lt;span class="subtitle_blue"&gt;Location:  Kavli, 3rd Floor Conf. Rm.&lt;/span&gt;&lt;br&gt;&lt;br&gt;                     &lt;span&gt;&lt;img style="width: 212px; height: 298px;" class="poster_img" src="http://www.slac.stanford.edu/slac/sass/posters/thumbs/mitthumsiri_w_2_22_2012.pdf.png" width="273" height="333"&gt;&lt;/span&gt;&lt;p class="body_text"&gt;                       &lt;b&gt;&lt;/b&gt;                     &lt;a href="http://www.slac.stanford.edu/slac/sass/posters/mitthumsiri_w_2_22_2012.pdf"&gt;Poster Link&lt;/a&gt;&lt;br&gt;&lt;br&gt;                     NASA&amp;#39;s Kepler space telescope, which aims to study  the abundance of extrasolar planets, is finishing its third year in  March 2012.  This statistically allows planets with similar orbital  periods as that of the Earth to be detected.  Mankind is entering an  exciting era, in which the Earth analogs such as Kepler-22b, are being  discovered.  I will discuss the history and current status of extrasolar  planet study.                     &lt;/p&gt; &lt;div class="blogger-post-footer"&gt;&lt;a href="http://www.slac.stanford.edu/slac/sass"&gt;SASS Website&lt;/a&gt;&lt;/div&gt;</content><link href="http://www.blogger.com/feeds/1066402840756127162/posts/default/2763648080190057238" rel="edit" type="application/atom+xml"/><link href="http://www.blogger.com/feeds/1066402840756127162/posts/default/2763648080190057238" rel="self" type="application/atom+xml"/><link href="http://sass-at-slac.blogspot.com/2012/02/extrasolar-planets-warit-mitthumsiri.html" rel="alternate" title="" type="text/html"/><author><name>SASS at SLAC</name><uri>http://www.blogger.com/profile/15157107983418015682</uri><email>noreply@blogger.com</email><gd:image height="16" rel="http://schemas.google.com/g/2005#thumbnail" src="https://img1.blogblog.com/img/b16-rounded.gif" width="16"/></author></entry><entry><id>tag:blogger.com,1999:blog-1066402840756127162.post-5592428583426151066</id><published>2012-01-30T15:16:00.001-08:00</published><updated>2012-01-31T20:35:33.257-08:00</updated><title type="text"/><content type="html">&lt;h1&gt;EXAFS Studies of the Thermoelectric Ba8Ga16Sn30&lt;/h1&gt;  &lt;h2&gt;&lt;em&gt;by Mike Kozina&lt;/em&gt;&lt;/h2&gt;&lt;p&gt;&lt;em&gt;12:30pm February 1, 2012, Kavli, 2nd Floor Conf. Rm.&lt;/em&gt;&lt;/p&gt;&lt;p&gt;&lt;img src="data:image/png;base64,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" alt="" /&gt;&lt;/p&gt;      &lt;p&gt;Thermoelectric materials have the useful ability to convert a  temperature gradient into an electric potential, and vice versa.  This important class of materials has  already found use in space and automotive technologies, but currently  efficiency has become a limiting factor.  It is hoped that by probing  and understanding more deeply the detailed mechanisms of thermal and  electrical transport in thermoelectric materials one can improve this  efficiency for myriad uses in the energy sector.  Here we present EXAFS  data from SSRL on the thermoelectric clathrate Ba8Ga16Sn30.  Extended  X-ray Absorption Fine Structure (EXAFS) is an element-specific x-ray  absorption technique that allows one to probe the local structure of  materials up to ~6 angstroms.  We show that the structure of this  clathrate is particularly suited to having thermal transport properties  conducive to decent thermoelectric behavior.&lt;/p&gt;&lt;div class="blogger-post-footer"&gt;&lt;a href="http://www.slac.stanford.edu/slac/sass"&gt;SASS Website&lt;/a&gt;&lt;/div&gt;</content><link href="http://www.blogger.com/feeds/1066402840756127162/posts/default/5592428583426151066" rel="edit" type="application/atom+xml"/><link href="http://www.blogger.com/feeds/1066402840756127162/posts/default/5592428583426151066" rel="self" type="application/atom+xml"/><link href="http://sass-at-slac.blogspot.com/2012/01/exafs-studies-of-thermoelectric.html" rel="alternate" title="" type="text/html"/><author><name>SASS at SLAC</name><uri>http://www.blogger.com/profile/15157107983418015682</uri><email>noreply@blogger.com</email><gd:image height="16" rel="http://schemas.google.com/g/2005#thumbnail" src="https://img1.blogblog.com/img/b16-rounded.gif" width="16"/></author></entry><entry><id>tag:blogger.com,1999:blog-1066402840756127162.post-950284103655489112</id><published>2012-01-16T17:04:00.001-08:00</published><updated>2012-01-16T17:04:33.244-08:00</updated><title type="text">SASS Talk: US Science Education, Wed. 12:30 Kavli 3rd Floor</title><content type="html">&lt;div class="gmail_quote"&gt;&lt;h1&gt;The Current State of Science Education in the USA&lt;/h1&gt;  &lt;h2&gt;&lt;i&gt;by Cat Graves&lt;/i&gt;&lt;/h2&gt;  &lt;p&gt;&lt;i&gt;12:30pm January 18, 2012, Kavli, 3rd Floor Conf. Rm.&lt;/i&gt;&lt;/p&gt;  &lt;p&gt;&lt;a href="http://www.slac.stanford.edu/slac/sass/posters/graves_c_1_16_2012.pdf" target="_blank"&gt;&lt;img alt="Poster" src="http://www.slac.stanford.edu/slac/sass/posters/thumbs/graves_c_1_16_2012.pdf.png" style="border-width:1px;border-color:#dddddd;border-style:solid"&gt; &lt;/a&gt;&lt;/p&gt;     &lt;p&gt;Over the past decade, concern about the state of scientific education  in the U.S. has grown as more students test poorly compared to their  international peers.  The 2009 Program for International Student  Assessment (PISA) which tests math, reading and science literacy of  students found that American students are at best in the middle of the  international pack, ranking 17 out of 34 developed nations in science  literacy.  I will briefly discuss the history of science education, what  has and has not changed over the years, and focus more on the current  state of scientific literacy in the U.S.  Finally, I hope to review some  current ideas for changing our current levels of scientific  (il)literacy, improving science education and getting students  interested in science - maybe we&amp;#39;ll come up with new ideas as we go!&lt;/p&gt;    &lt;/div&gt;&lt;br&gt; &lt;div class="blogger-post-footer"&gt;&lt;a href="http://www.slac.stanford.edu/slac/sass"&gt;SASS Website&lt;/a&gt;&lt;/div&gt;</content><link href="http://www.blogger.com/feeds/1066402840756127162/posts/default/950284103655489112" rel="edit" type="application/atom+xml"/><link href="http://www.blogger.com/feeds/1066402840756127162/posts/default/950284103655489112" rel="self" type="application/atom+xml"/><link href="http://sass-at-slac.blogspot.com/2012/01/sass-talk-us-science-education-wed-1230_3722.html" rel="alternate" title="SASS Talk: US Science Education, Wed. 12:30 Kavli 3rd Floor" type="text/html"/><author><name>SASS at SLAC</name><uri>http://www.blogger.com/profile/15157107983418015682</uri><email>noreply@blogger.com</email><gd:image height="16" rel="http://schemas.google.com/g/2005#thumbnail" src="https://img1.blogblog.com/img/b16-rounded.gif" width="16"/></author></entry><entry><id>tag:blogger.com,1999:blog-1066402840756127162.post-6870102363097948925</id><published>2012-01-16T16:34:00.001-08:00</published><updated>2012-01-16T17:08:02.137-08:00</updated><title type="text">New SASS Czars</title><content type="html">Hi fellow SLACers,&lt;br /&gt;&lt;br /&gt;Welcome back to the new quarter, and a new host of SASS talks.  I'd like to introduce Kristi Schneck, a 2nd year in physics, and me,  Mike Kozina, a 2nd year in applied physics, the new SASS czars.  We look forward to a very productive set of SASS talks in the next few months!  Our next talk is on Wednesday, January 18th at 12:30p in the Kavli 3rd floor conference room.  Cat Graves will be discussing US science education.  We hope to see you there!&lt;br /&gt;&lt;br /&gt;See you Wednesday,&lt;br /&gt;Mike and Kristi&lt;div class="blogger-post-footer"&gt;&lt;a href="http://www.slac.stanford.edu/slac/sass"&gt;SASS Website&lt;/a&gt;&lt;/div&gt;</content><link href="http://www.blogger.com/feeds/1066402840756127162/posts/default/6870102363097948925" rel="edit" type="application/atom+xml"/><link href="http://www.blogger.com/feeds/1066402840756127162/posts/default/6870102363097948925" rel="self" type="application/atom+xml"/><link href="http://sass-at-slac.blogspot.com/2012/01/sass-talk-us-science-education-wed-1230_16.html" rel="alternate" title="New SASS Czars" type="text/html"/><author><name>SASS at SLAC</name><uri>http://www.blogger.com/profile/15157107983418015682</uri><email>noreply@blogger.com</email><gd:image height="16" rel="http://schemas.google.com/g/2005#thumbnail" src="https://img1.blogblog.com/img/b16-rounded.gif" width="16"/></author></entry><entry><id>tag:blogger.com,1999:blog-1066402840756127162.post-1205079291637272960</id><published>2010-06-18T08:16:00.000-07:00</published><updated>2010-06-18T08:35:44.783-07:00</updated><title type="text">SASS: Free Pizza, Organizational Meeting</title><content type="html">&lt;div class="gmail_quote"&gt;&lt;div bgcolor="#ffffff" text="#000000"&gt;&lt;h1&gt;Organizational Meeting&lt;/h1&gt;&lt;h2&gt;&lt;em&gt;by You!&lt;/em&gt;&lt;/h2&gt;&lt;p&gt;&lt;em&gt;12:30pm June 23, 2010, Kavli, 3rd Floor Conf. Rm.&lt;/em&gt;&lt;/p&gt;&lt;p&gt;&lt;a href="http://www.slac.stanford.edu/slac/sass/posters/OrgMtg6_23_10.pdf" target="_blank"&gt;&lt;img alt="Poster" src="http://www.slac.stanford.edu/slac/sass/posters/thumbs/OrgMtg6_23_10.pdf.png" style="border:1px solid rgb(221, 221, 221)" border="1" width="232" height="300"&gt; &lt;/a&gt;&lt;/p&gt;&lt;p&gt;It&amp;#39;s that time again - free pizza and planning out our talks! SASS is a great forum for students. You can practice and polish a talk by presenting to your peers! SASS presentations should be about 30 minutes, so they shouldn&amp;#39;t take too long to prep for, and they&amp;#39;re low-pressure. Most talks should be introductory in nature, so that any freshly-graduated Physics B.S. with no exposure to a field in particular can understand it. We also try to have snacks on hand! Bottom line: this is a great way to meet people, learn new things, and present what you&amp;#39;re doing - a great way to get involved in the SLAC student community!&lt;/p&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;a href="http://www.slac.stanford.edu/slac/sass"&gt;SASS Website&lt;/a&gt;&lt;/div&gt;</content><link href="http://www.blogger.com/feeds/1066402840756127162/posts/default/1205079291637272960" rel="edit" type="application/atom+xml"/><link href="http://www.blogger.com/feeds/1066402840756127162/posts/default/1205079291637272960" rel="self" type="application/atom+xml"/><link href="http://sass-at-slac.blogspot.com/2010/06/sass-free-pizza-organizational-meeting.html" rel="alternate" title="SASS: Free Pizza, Organizational Meeting" type="text/html"/><author><name>Joel Frederico</name><uri>http://www.blogger.com/profile/02613449116091759228</uri><email>noreply@blogger.com</email><gd:image height="32" rel="http://schemas.google.com/g/2005#thumbnail" src="//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiLP7_YOEuyd_PDttJJKe_TUYPg7cSCWpFO-EGJSvKgYvOBiAtKltJvg3MK5BM_xEolzbdUs1E-vpz4aUIjK011yoQfCYSASeHArpLpcweBc-wE4LOGkNH0RGamA_KhYA/s220/198623_10101759422115796_733886866_n+%281%29.jpg" width="32"/></author></entry><entry><id>tag:blogger.com,1999:blog-1066402840756127162.post-1296701815210426785</id><published>2010-06-01T17:11:00.001-07:00</published><updated>2010-06-01T17:11:55.877-07:00</updated><title type="text">SASS Talk: EXO-200, Wed. @ 12:30, Kavli 2nd Fl.</title><content type="html">&lt;div class="gmail_quote"&gt;&lt;span class="Apple-style-span" style="font-size: 26px; font-weight: bold; "&gt;EXO-200&lt;/span&gt;&lt;br&gt;&lt;div bgcolor="#ffffff" text="#000000"&gt; &lt;h2&gt;&lt;em&gt;by Derek Mackay&lt;/em&gt;&lt;/h2&gt; &lt;p&gt;&lt;em&gt;June 2, 2010 @12:30, Kavli 2nd Fl. Conf. Rm.&lt;/em&gt;&lt;/p&gt; &lt;p&gt;&lt;a href="http://www.slac.stanford.edu/slac/sass/posters/exo200.pdf" target="_blank"&gt;&lt;img alt="Poster" src="http://www.slac.stanford.edu/slac/sass/posters/thumbs/exo200.pdf.png" style="border:1px solid rgb(221, 221, 221)" border="1" height="300" width="232"&gt; &lt;/a&gt;&lt;/p&gt;   &lt;p&gt;EXO-200 (Enriched Xenon Observatory - 200kg) is a low-background underground double-beta decay experiment that contains 200kg of Xenon, isotopically enriched to 80% in Xenon-136. EXO-200 will measure both the scintillation light and the ionization signal of the Xenon decay in order to detect the as yet unobserved two neutrino double beta decay mode, which conserves lepton number, and to put a competitive limit on the rate of the zero neutrino double beta decay mode. EXO-200 is currently under 2000 meters water equivalent of overburden at the WIPP site in New Mexico and is undergoing final construction and commissioning.&lt;/p&gt;&lt;/div&gt;&lt;/div&gt; &lt;div class="blogger-post-footer"&gt;&lt;a href="http://www.slac.stanford.edu/slac/sass"&gt;SASS Website&lt;/a&gt;&lt;/div&gt;</content><link href="http://www.blogger.com/feeds/1066402840756127162/posts/default/1296701815210426785" rel="edit" type="application/atom+xml"/><link href="http://www.blogger.com/feeds/1066402840756127162/posts/default/1296701815210426785" rel="self" type="application/atom+xml"/><link href="http://sass-at-slac.blogspot.com/2010/06/sass-talk-exo-200-wed-1230-kavli-2nd-fl.html" rel="alternate" title="SASS Talk: EXO-200, Wed. @ 12:30, Kavli 2nd Fl." type="text/html"/><author><name>Joel Frederico</name><uri>http://www.blogger.com/profile/02613449116091759228</uri><email>noreply@blogger.com</email><gd:image height="32" rel="http://schemas.google.com/g/2005#thumbnail" src="//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiLP7_YOEuyd_PDttJJKe_TUYPg7cSCWpFO-EGJSvKgYvOBiAtKltJvg3MK5BM_xEolzbdUs1E-vpz4aUIjK011yoQfCYSASeHArpLpcweBc-wE4LOGkNH0RGamA_KhYA/s220/198623_10101759422115796_733886866_n+%281%29.jpg" width="32"/></author></entry><entry><id>tag:blogger.com,1999:blog-1066402840756127162.post-8499925188943451498</id><published>2010-05-24T13:02:00.000-07:00</published><updated>2010-05-24T13:52:04.441-07:00</updated><title type="text">SASS Talk: Fermi, From Mission Concept to Launch, Wed. 12:30, Kavli  3rd Fl.</title><content type="html">&lt;div class="gmail_quote"&gt;&lt;div bgcolor="#ffffff" text="#000000"&gt;&lt;h1&gt;Fermi: From Mission Concept to Launch&lt;/h1&gt;&lt;h2&gt;&lt;em&gt;by Keith Bechtol&lt;/em&gt;&lt;/h2&gt;&lt;p&gt;&lt;em&gt;May 26, 2010 @12:30, Kavli 3rd Fl. Conf. Rm.&lt;/em&gt;&lt;/p&gt;&lt;p&gt;&lt;a href="http://www.slac.stanford.edu/slac/sass/posters/Fermi.pdf" target="_blank"&gt;&lt;img alt="Poster" src="http://www.slac.stanford.edu/slac/sass/posters/thumbs/Fermi.pdf.png" style="border:1px solid rgb(221, 221, 221)"&gt; &lt;/a&gt;&lt;/p&gt;&lt;p&gt;The success of the Fermi Gamma-ray Space Telescope mission is a testament to years of planning, research, and development efforts before launching the spacecraft on June 11, 2008. Observational gamma-ray astronomy began around 1950 and a succession of satellite observatories have gradually shaped our view of the high-energy Universe. This talk with review the legacy of past missions and discuss the process that Fermi (formerly known as GLAST) took from concept to launch.&lt;br /&gt;
&lt;/p&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;a href="http://www.slac.stanford.edu/slac/sass"&gt;SASS Website&lt;/a&gt;&lt;/div&gt;</content><link href="http://www.blogger.com/feeds/1066402840756127162/posts/default/8499925188943451498" rel="edit" type="application/atom+xml"/><link href="http://www.blogger.com/feeds/1066402840756127162/posts/default/8499925188943451498" rel="self" type="application/atom+xml"/><link href="http://sass-at-slac.blogspot.com/2010/05/sass-talk-ferm-from-mission-concept-to.html" rel="alternate" title="SASS Talk: Fermi, From Mission Concept to Launch, Wed. 12:30, Kavli  3rd Fl." type="text/html"/><author><name>Joel Frederico</name><uri>http://www.blogger.com/profile/02613449116091759228</uri><email>noreply@blogger.com</email><gd:image height="32" rel="http://schemas.google.com/g/2005#thumbnail" src="//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiLP7_YOEuyd_PDttJJKe_TUYPg7cSCWpFO-EGJSvKgYvOBiAtKltJvg3MK5BM_xEolzbdUs1E-vpz4aUIjK011yoQfCYSASeHArpLpcweBc-wE4LOGkNH0RGamA_KhYA/s220/198623_10101759422115796_733886866_n+%281%29.jpg" width="32"/></author></entry><entry><id>tag:blogger.com,1999:blog-1066402840756127162.post-8226186655929820628</id><published>2010-05-19T11:56:00.001-07:00</published><updated>2010-05-19T11:56:59.202-07:00</updated><title type="text">Pizza &amp; Organizational Meeting Today!</title><content type="html">To all you SASS-ers and potential SASS-ers:&lt;div&gt;&lt;br&gt;&lt;/div&gt;&lt;div&gt;Just a reminder that we have pizza and an organizational meeting today.  Come get free food and sign up for talks!&lt;/div&gt;&lt;div&gt;&lt;br&gt;&lt;/div&gt;&lt;div&gt;Joel, your friendly neighborhood SASS Czar&lt;/div&gt; &lt;div class="blogger-post-footer"&gt;&lt;a href="http://www.slac.stanford.edu/slac/sass"&gt;SASS Website&lt;/a&gt;&lt;/div&gt;</content><link href="http://www.blogger.com/feeds/1066402840756127162/posts/default/8226186655929820628" rel="edit" type="application/atom+xml"/><link href="http://www.blogger.com/feeds/1066402840756127162/posts/default/8226186655929820628" rel="self" type="application/atom+xml"/><link href="http://sass-at-slac.blogspot.com/2010/05/pizza-organizational-meeting-today.html" rel="alternate" title="Pizza &amp; Organizational Meeting Today!" type="text/html"/><author><name>Joel Frederico</name><uri>http://www.blogger.com/profile/02613449116091759228</uri><email>noreply@blogger.com</email><gd:image height="32" rel="http://schemas.google.com/g/2005#thumbnail" src="//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiLP7_YOEuyd_PDttJJKe_TUYPg7cSCWpFO-EGJSvKgYvOBiAtKltJvg3MK5BM_xEolzbdUs1E-vpz4aUIjK011yoQfCYSASeHArpLpcweBc-wE4LOGkNH0RGamA_KhYA/s220/198623_10101759422115796_733886866_n+%281%29.jpg" width="32"/></author></entry><entry><id>tag:blogger.com,1999:blog-1066402840756127162.post-2544896568902814520</id><published>2010-05-13T15:06:00.000-07:00</published><updated>2010-05-13T15:43:36.539-07:00</updated><title type="text">Free Pizza and Organizational Meeting, Wed 5/19 @ 12:30, Kavli 2nd Fl.</title><content type="html">&lt;h1&gt;Organizational Meeting&lt;/h1&gt;&lt;br /&gt;
&lt;h2&gt;&lt;em&gt;by you!&lt;/em&gt;&lt;/h2&gt;&lt;br /&gt;
&lt;p&gt;&lt;em&gt;May 19, 2010 @12:30, Kavli 3rd Fl. Conf. Rm.&lt;/em&gt;&lt;/p&gt;&lt;br /&gt;
&lt;p&gt;&lt;a href="http://www.slac.stanford.edu/slac/sass/posters/OrgMtg5_19_10.pdf"&gt;&lt;img alt="Poster" src="http://www.slac.stanford.edu/slac/sass/posters/thumbs/OrgMtg5_19_10.pdf.png" style="border-width: 1px; border-color: #DDDDDD; border-style: solid;"&gt; &lt;/a&gt;&lt;/p&gt;&lt;br /&gt;
&lt;p&gt;It's that time again - free pizza and planning out our talks!  SASS is a great forum for students.  You can practice and polish a talk by presenting to your peers!  SASS presentations should be about 30 minutes, so they shouldn't take too long to prep for, and they're low-pressure.  Most talks should be introductory in nature, so that any freshly-graduated Physics BS with no exposure to a field in particular can understand it.  We also try to have snacks on hand! Bottom line: this is a great way to meet people, learn new things, and present what you're doing - a great way to get involved in the SLAC student community!&lt;/p&gt;&lt;div class="blogger-post-footer"&gt;&lt;a href="http://www.slac.stanford.edu/slac/sass"&gt;SASS Website&lt;/a&gt;&lt;/div&gt;</content><link href="http://www.blogger.com/feeds/1066402840756127162/posts/default/2544896568902814520" rel="edit" type="application/atom+xml"/><link href="http://www.blogger.com/feeds/1066402840756127162/posts/default/2544896568902814520" rel="self" type="application/atom+xml"/><link href="http://sass-at-slac.blogspot.com/2010/05/free-pizza-and-organizational-meeting.html" rel="alternate" title="Free Pizza and Organizational Meeting, Wed 5/19 @ 12:30, Kavli 2nd Fl." type="text/html"/><author><name>Joel Frederico</name><uri>http://www.blogger.com/profile/02613449116091759228</uri><email>noreply@blogger.com</email><gd:image height="32" rel="http://schemas.google.com/g/2005#thumbnail" src="//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiLP7_YOEuyd_PDttJJKe_TUYPg7cSCWpFO-EGJSvKgYvOBiAtKltJvg3MK5BM_xEolzbdUs1E-vpz4aUIjK011yoQfCYSASeHArpLpcweBc-wE4LOGkNH0RGamA_KhYA/s220/198623_10101759422115796_733886866_n+%281%29.jpg" width="32"/></author></entry><entry><id>tag:blogger.com,1999:blog-1066402840756127162.post-5180631092728212550</id><published>2010-05-10T17:04:00.001-07:00</published><updated>2010-05-11T00:04:40.772-07:00</updated><title type="text">Talk: X-ray Absorption Spectroscopy, Wed @ 12:00, Kavli 3rd Fl.</title><content type="html">&lt;h1&gt;&lt;font color="darkred"&gt;Note: 12:00-1:00 pm this week!&lt;/font&gt;&lt;/h1&gt;&lt;br /&gt;
&lt;hr /&gt;&lt;br /&gt;
&lt;h1&gt;X-ray Absorption Spectroscopy&lt;/h1&gt;&lt;br /&gt;
&lt;h2&gt;&lt;em&gt;by Dan Miller&lt;/em&gt;&lt;/h2&gt;&lt;br /&gt;
&lt;p&gt;&lt;em&gt;May 12, 2010 @&lt;font color=red&gt;&lt;strong&gt;12:00&lt;/strong&gt;&lt;/font&gt;, Kavli 3rd Fl. Conf. Rm.&lt;/em&gt;&lt;/p&gt;&lt;br /&gt;
&lt;p&gt;&lt;a href="http://www.slac.stanford.edu/slac/sass/posters/xray.pdf"&gt;&lt;img alt="Poster" src="http://www.slac.stanford.edu/slac/sass/posters/thumbs/xray.pdf.png" style="border-width: 1px; border-color: #DDDDDD; border-style: solid;"&gt; &lt;/a&gt;&lt;/p&gt;&lt;div class="blogger-post-footer"&gt;&lt;a href="http://www.slac.stanford.edu/slac/sass"&gt;SASS Website&lt;/a&gt;&lt;/div&gt;</content><link href="http://www.blogger.com/feeds/1066402840756127162/posts/default/5180631092728212550" rel="edit" type="application/atom+xml"/><link href="http://www.blogger.com/feeds/1066402840756127162/posts/default/5180631092728212550" rel="self" type="application/atom+xml"/><link href="http://sass-at-slac.blogspot.com/2010/05/talk-x-ray-absorption-spectroscopy-wed.html" rel="alternate" title="Talk: X-ray Absorption Spectroscopy, Wed @ 12:00, Kavli 3rd Fl." type="text/html"/><author><name>Joel Frederico</name><uri>http://www.blogger.com/profile/02613449116091759228</uri><email>noreply@blogger.com</email><gd:image height="32" rel="http://schemas.google.com/g/2005#thumbnail" src="//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiLP7_YOEuyd_PDttJJKe_TUYPg7cSCWpFO-EGJSvKgYvOBiAtKltJvg3MK5BM_xEolzbdUs1E-vpz4aUIjK011yoQfCYSASeHArpLpcweBc-wE4LOGkNH0RGamA_KhYA/s220/198623_10101759422115796_733886866_n+%281%29.jpg" width="32"/></author></entry><entry><id>tag:blogger.com,1999:blog-1066402840756127162.post-8141724101392645881</id><published>2010-04-28T11:10:00.001-07:00</published><updated>2010-04-28T11:10:20.575-07:00</updated><title type="text">Talk Cancelled: Conflict with Colloquium</title><content type="html">&lt;span class="Apple-style-span" style="font-size: large;"&gt;&lt;font class="Apple-style-span" color="#CC0000"&gt;&lt;b&gt;Announcement:  SASS Talk Cancelled&lt;/b&gt;&lt;/font&gt;&lt;/span&gt;&lt;div&gt;&lt;span class="Apple-style-span" style="font-size: large;"&gt;&lt;br&gt; &lt;/span&gt;&lt;/div&gt;&lt;div&gt;Today&amp;#39;s talk (Wed. 4/28) is cancelled due to a conflict with a general colloquium at SLAC.  It sounds like it will be good, if you can make it I&amp;#39;d recommend going.&lt;/div&gt;&lt;div&gt;&lt;br&gt;&lt;/div&gt;&lt;div&gt;============================================================================================&lt;/div&gt; &lt;div&gt;&lt;br&gt;&lt;/div&gt;&lt;div&gt;&lt;b&gt;Come to Kavli Auditorium at 12:30 p.m. today to hear ITER Principle Deputy Director General Norbert Holtkamp presenting &amp;quot;The Role of R&amp;amp;D in Large Projects: Projects for R&amp;amp;D: ITER, SNS, the Muon Collider and Others.&lt;span class="Apple-style-span" style="font-weight: normal; "&gt;&lt;b&gt;&amp;quot;&lt;/b&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt; &lt;div&gt;&lt;i&gt;&lt;br&gt;&lt;/i&gt;&lt;/div&gt;&lt;div&gt;&lt;i&gt;Research and Development associated with large science projects paves the way to improvements in technology, performance and cost reduction. Investments in R&amp;amp;D increase the probability of successfully achieving the project&amp;#39;s goals. In this presentation a variety of examples will be discussed focusing mainly on two recent construction projects, the Spallation Neutron Source at Oak Ridge National Laboratory which was finished in 2006 and ITER, the world&amp;#39;s largest Tokamak, which is under construction now in France. In addition an update of the ITER project and its present status will be given. This is particularly interesting example since the R&amp;amp;D results, while largely generated by the countries participating early on in the project (Europe, Japan, Russia and US), now are to be utilized by all seven ITER participants who contribute components to ITER &amp;quot;In kind.&amp;quot; Taking a few examples, the presentation will lay out the impact R&amp;amp;D had in the choice of parameters and the risk management associated with that.&lt;/i&gt;&lt;/div&gt; &lt;div&gt;&lt;i&gt;&lt;br&gt;&lt;/i&gt;&lt;/div&gt;&lt;div&gt;&lt;i&gt;&lt;a href="http://today.slac.stanford.edu/today_detail.asp?id=10989"&gt;http://today.slac.stanford.edu/today_detail.asp?id=10989&lt;/a&gt;&lt;/i&gt;&lt;/div&gt; &lt;div class="blogger-post-footer"&gt;&lt;a href="http://www.slac.stanford.edu/slac/sass"&gt;SASS Website&lt;/a&gt;&lt;/div&gt;</content><link href="http://www.blogger.com/feeds/1066402840756127162/posts/default/8141724101392645881" rel="edit" type="application/atom+xml"/><link href="http://www.blogger.com/feeds/1066402840756127162/posts/default/8141724101392645881" rel="self" type="application/atom+xml"/><link href="http://sass-at-slac.blogspot.com/2010/04/talk-cancelled-conflict-with-colloquium.html" rel="alternate" title="Talk Cancelled: Conflict with Colloquium" type="text/html"/><author><name>Joel Frederico</name><uri>http://www.blogger.com/profile/02613449116091759228</uri><email>noreply@blogger.com</email><gd:image height="32" rel="http://schemas.google.com/g/2005#thumbnail" src="//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiLP7_YOEuyd_PDttJJKe_TUYPg7cSCWpFO-EGJSvKgYvOBiAtKltJvg3MK5BM_xEolzbdUs1E-vpz4aUIjK011yoQfCYSASeHArpLpcweBc-wE4LOGkNH0RGamA_KhYA/s220/198623_10101759422115796_733886866_n+%281%29.jpg" width="32"/></author></entry><entry><id>tag:blogger.com,1999:blog-1066402840756127162.post-3786794513285389954</id><published>2010-04-26T10:46:00.000-07:00</published><updated>2010-04-26T10:47:02.593-07:00</updated><title type="text">Talk: Satellite Observatories, Wed @ 12:30, Kavli 3rd Fl.</title><content type="html">&lt;meta charset="utf-8"&gt;&lt;span class="Apple-style-span" style="font-family: arial, sans-serif; font-size: 13px; border-collapse: collapse; "&gt;&lt;span style="font-size: large; "&gt;&lt;b&gt;Satellite Observatories: From Concept to Launch, A Case Study&lt;/b&gt;&lt;/span&gt;&lt;div&gt; &lt;span style="font-size: large; "&gt;&lt;i&gt;by Keith Bechtol&lt;/i&gt;&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span style="font-size: large; "&gt;&lt;i&gt;&lt;span style="font-family: arial, sans-serif; font-style: normal; font-size: 13px; border-collapse: collapse; "&gt;&lt;div&gt; &lt;i&gt;April 28, 2010 @&lt;span style="font-style: normal; "&gt;&lt;i&gt;12:30&lt;/i&gt;&lt;/span&gt;&lt;/i&gt;&lt;/div&gt;&lt;div&gt;&lt;i&gt;&lt;span style="font-style: normal; "&gt;&lt;i&gt;Kavli 3rd Fl. Conf. Rm.&lt;/i&gt;&lt;/span&gt;&lt;/i&gt;&lt;/div&gt;&lt;div&gt;&lt;i&gt;&lt;span style="font-style: normal; "&gt;&lt;i&gt;&lt;br&gt; &lt;/i&gt;&lt;/span&gt;&lt;/i&gt;&lt;/div&gt;&lt;div&gt;&lt;i&gt;&lt;span style="font-style: normal; "&gt;&lt;i&gt;&lt;a href="http://www.slac.stanford.edu/slac/sass/posters/SatelliteObservatories.pdf"&gt;&lt;img src="http://www.slac.stanford.edu/slac/sass/posters/thumbs/SatelliteObservatories.pdf.png" alt="SatelliteObservatories.pdf.png" title="SatelliteObservatories.pdf.png" width="154" height="200"&gt;&lt;/a&gt;&lt;br&gt; &lt;/i&gt;&lt;/span&gt;&lt;/i&gt;&lt;/div&gt;&lt;div&gt;&lt;i&gt;&lt;span style="font-style: normal; "&gt;&lt;br&gt;&lt;/span&gt;&lt;/i&gt;&lt;/div&gt;&lt;div&gt;The success of the Fermi Gamma-ray Space Telescope mission is a testament to years of planning, research, and development efforts before launching the spacecraft of June 11, 2008.  Observational gamma-ray astronomy began around 1950 and a succession of satellite observatories have gradually shaped our view of the high energy Universe. This talk will review the legacy of past missions and discuss the process that Fermi (formerly known as GLAST) took from concept to launch.&lt;/div&gt; &lt;/span&gt;&lt;/i&gt;&lt;/span&gt;&lt;/div&gt;&lt;/span&gt; &lt;div class="blogger-post-footer"&gt;&lt;a href="http://www.slac.stanford.edu/slac/sass"&gt;SASS Website&lt;/a&gt;&lt;/div&gt;</content><link href="http://www.blogger.com/feeds/1066402840756127162/posts/default/3786794513285389954" rel="edit" type="application/atom+xml"/><link href="http://www.blogger.com/feeds/1066402840756127162/posts/default/3786794513285389954" rel="self" type="application/atom+xml"/><link href="http://sass-at-slac.blogspot.com/2010/04/talk-satellite-observatories-wed-1230.html" rel="alternate" title="Talk: Satellite Observatories, Wed @ 12:30, Kavli 3rd Fl." type="text/html"/><author><name>Joel Frederico</name><uri>http://www.blogger.com/profile/02613449116091759228</uri><email>noreply@blogger.com</email><gd:image height="32" rel="http://schemas.google.com/g/2005#thumbnail" src="//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiLP7_YOEuyd_PDttJJKe_TUYPg7cSCWpFO-EGJSvKgYvOBiAtKltJvg3MK5BM_xEolzbdUs1E-vpz4aUIjK011yoQfCYSASeHArpLpcweBc-wE4LOGkNH0RGamA_KhYA/s220/198623_10101759422115796_733886866_n+%281%29.jpg" width="32"/></author></entry><entry><id>tag:blogger.com,1999:blog-1066402840756127162.post-6491529466043785946</id><published>2010-04-19T16:09:00.000-07:00</published><updated>2010-04-19T16:10:00.292-07:00</updated><title type="text">No Talk This Week</title><content type="html">&lt;span style="font-size:large"&gt;Announcement:&lt;/span&gt;&lt;div&gt;&lt;br&gt;&lt;/div&gt;&lt;div&gt;Due to our speaker&amp;#39;s emergency, there will be no talk this Wednesday.  The talk will be rescheduled for a later date, and SASS will resume April 28.  See you then!&lt;/div&gt;  &lt;div class="blogger-post-footer"&gt;&lt;a href="http://www.slac.stanford.edu/slac/sass"&gt;SASS Website&lt;/a&gt;&lt;/div&gt;</content><link href="http://www.blogger.com/feeds/1066402840756127162/posts/default/6491529466043785946" rel="edit" type="application/atom+xml"/><link href="http://www.blogger.com/feeds/1066402840756127162/posts/default/6491529466043785946" rel="self" type="application/atom+xml"/><link href="http://sass-at-slac.blogspot.com/2010/04/no-talk-this-week.html" rel="alternate" title="No Talk This Week" type="text/html"/><author><name>Joel Frederico</name><uri>http://www.blogger.com/profile/02613449116091759228</uri><email>noreply@blogger.com</email><gd:image height="32" rel="http://schemas.google.com/g/2005#thumbnail" src="//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiLP7_YOEuyd_PDttJJKe_TUYPg7cSCWpFO-EGJSvKgYvOBiAtKltJvg3MK5BM_xEolzbdUs1E-vpz4aUIjK011yoQfCYSASeHArpLpcweBc-wE4LOGkNH0RGamA_KhYA/s220/198623_10101759422115796_733886866_n+%281%29.jpg" width="32"/></author></entry><entry><id>tag:blogger.com,1999:blog-1066402840756127162.post-6887471759586076034</id><published>2010-04-12T15:57:00.001-07:00</published><updated>2010-04-12T15:57:40.812-07:00</updated><title type="text">LHC Theory Talk Location Changed: Kavli 2nd fl.</title><content type="html">&lt;div class="gmail_quote"&gt;&lt;b&gt;&lt;i&gt;&lt;span class="Apple-style-span" style="font-size: large;"&gt;Due to conflicting scheduling, the SASS LHC Theory talk this Wednesday will now be in the &lt;font class="Apple-style-span" color="#CC0000"&gt;2nd floor conference room in Kavli.&lt;/font&gt;&lt;/span&gt;&lt;/i&gt;&lt;/b&gt;&lt;/div&gt; &lt;div class="gmail_quote"&gt;&lt;br&gt;&lt;/div&gt;&lt;div class="gmail_quote"&gt;===========================================&lt;/div&gt;&lt;div class="gmail_quote"&gt;&lt;br&gt;&lt;span style="font-size:large"&gt;&lt;b&gt;LHC Theory&lt;/b&gt;&lt;/span&gt;&lt;div&gt;&lt;span style="font-size:large"&gt;&lt;i&gt;by Andrew Larkoski&lt;/i&gt;&lt;/span&gt;&lt;/div&gt; &lt;div&gt;&lt;span style="font-size:large"&gt;&lt;i&gt;&lt;span style="font-family:arial, sans-serif;font-style:normal;font-size:13px;border-collapse:collapse"&gt;&lt;div&gt;  &lt;i&gt;April 14, 2010 @&lt;span style="font-style:normal"&gt;&lt;i&gt;12:30&lt;/i&gt;&lt;/span&gt;&lt;/i&gt;&lt;/div&gt;&lt;div&gt;&lt;i&gt;&lt;span style="font-style:normal"&gt;&lt;i&gt;&lt;font class="Apple-style-span" color="#CC0000"&gt;Kavli 2nd Fl. Conf. Rm.&lt;/font&gt;&lt;/i&gt;&lt;/span&gt;&lt;/i&gt;&lt;/div&gt; &lt;div&gt;&lt;i&gt;&lt;span style="font-style:normal"&gt;&lt;i&gt;&lt;br&gt; &lt;/i&gt;&lt;/span&gt;&lt;/i&gt;&lt;/div&gt;&lt;div&gt;&lt;i&gt;&lt;span style="font-style:normal"&gt;&lt;i&gt;&lt;a href="http://slac.stanford.edu/slac/sass/posters/LHC_Theory.pdf" target="_blank"&gt;&lt;img src="http://slac.stanford.edu/slac/sass/posters/thumbs/LHC_Theory.pdf.png" alt="LHC_Theory.pdf.png" title="LHC_Theory.pdf.png" width="153" height="200"&gt;&lt;/a&gt;&lt;br&gt;   &lt;/i&gt;&lt;/span&gt;&lt;/i&gt;&lt;/div&gt;&lt;div&gt;&lt;i&gt;&lt;span style="font-style:normal"&gt;&lt;br&gt;&lt;/span&gt;&lt;/i&gt;&lt;/div&gt;&lt;div&gt;On March 30, 2010, a new era of particle physics began with the first collisions at CERN&amp;#39;s Large Hadron Collider. The Large Hadron Collider will explore higher energies and shorter distances than ever before and will hopefully answer some long-standing problems in fundamental physics. In this talk, I will review the Large Hadron Collider, its experiments and the physics questions it will address.&lt;/div&gt;   &lt;/span&gt;&lt;/i&gt;&lt;/span&gt;&lt;/div&gt; &lt;/div&gt;&lt;br&gt; &lt;div class="blogger-post-footer"&gt;&lt;a href="http://www.slac.stanford.edu/slac/sass"&gt;SASS Website&lt;/a&gt;&lt;/div&gt;</content><link href="http://www.blogger.com/feeds/1066402840756127162/posts/default/6887471759586076034" rel="edit" type="application/atom+xml"/><link href="http://www.blogger.com/feeds/1066402840756127162/posts/default/6887471759586076034" rel="self" type="application/atom+xml"/><link href="http://sass-at-slac.blogspot.com/2010/04/lhc-theory-talk-location-changed-kavli.html" rel="alternate" title="LHC Theory Talk Location Changed: Kavli 2nd fl." type="text/html"/><author><name>Joel Frederico</name><uri>http://www.blogger.com/profile/02613449116091759228</uri><email>noreply@blogger.com</email><gd:image height="32" rel="http://schemas.google.com/g/2005#thumbnail" src="//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiLP7_YOEuyd_PDttJJKe_TUYPg7cSCWpFO-EGJSvKgYvOBiAtKltJvg3MK5BM_xEolzbdUs1E-vpz4aUIjK011yoQfCYSASeHArpLpcweBc-wE4LOGkNH0RGamA_KhYA/s220/198623_10101759422115796_733886866_n+%281%29.jpg" width="32"/></author></entry><entry><id>tag:blogger.com,1999:blog-1066402840756127162.post-1384596485780061995</id><published>2010-04-09T14:03:00.001-07:00</published><updated>2010-04-09T14:03:29.313-07:00</updated><title type="text">Talk: LHC Theory, Wed @ 12:30, Kavli 3rd Fl.</title><content type="html">&lt;span style="font-size:large"&gt;&lt;b&gt;LHC Theory&lt;/b&gt;&lt;/span&gt;&lt;div&gt;&lt;span style="font-size:large"&gt;&lt;i&gt;by Andrew Larkoski&lt;/i&gt;&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span style="font-size:large"&gt;&lt;i&gt;&lt;span style="font-family:arial, sans-serif;font-style:normal;font-size:13px;border-collapse:collapse"&gt;&lt;div&gt;  &lt;i&gt;April 14, 2010 @&lt;span style="font-style:normal"&gt;&lt;i&gt;12:30&lt;/i&gt;&lt;/span&gt;&lt;/i&gt;&lt;/div&gt;&lt;div&gt;&lt;i&gt;&lt;span style="font-style:normal"&gt;&lt;i&gt;Kavli 3rd Fl. Conf. Rm.&lt;/i&gt;&lt;/span&gt;&lt;/i&gt;&lt;/div&gt;&lt;div&gt;&lt;i&gt;&lt;span style="font-style:normal"&gt;&lt;i&gt;&lt;br&gt; &lt;/i&gt;&lt;/span&gt;&lt;/i&gt;&lt;/div&gt;&lt;div&gt;&lt;i&gt;&lt;span style="font-style:normal"&gt;&lt;i&gt;&lt;a href="http://slac.stanford.edu/slac/sass/posters/LHC_Theory.pdf" target="_blank"&gt;&lt;img src="http://slac.stanford.edu/slac/sass/posters/thumbs/LHC_Theory.pdf.png" alt="LHC_Theory.pdf.png" title="LHC_Theory.pdf.png" width="153" height="200"&gt;&lt;/a&gt;&lt;br&gt;  &lt;/i&gt;&lt;/span&gt;&lt;/i&gt;&lt;/div&gt;&lt;div&gt;&lt;i&gt;&lt;span style="font-style:normal"&gt;&lt;br&gt;&lt;/span&gt;&lt;/i&gt;&lt;/div&gt;&lt;div&gt;On March 30, 2010, a new era of particle physics began with the first collisions at CERN&amp;#39;s Large Hadron Collider. The Large Hadron Collider will explore higher energies and shorter distances than ever before and will hopefully answer some long-standing problems in fundamental physics. In this talk, I will review the Large Hadron Collider, its experiments and the physics questions it will address.&lt;/div&gt;  &lt;/span&gt;&lt;/i&gt;&lt;/span&gt;&lt;/div&gt; &lt;div class="blogger-post-footer"&gt;&lt;a href="http://www.slac.stanford.edu/slac/sass"&gt;SASS Website&lt;/a&gt;&lt;/div&gt;</content><link href="http://www.blogger.com/feeds/1066402840756127162/posts/default/1384596485780061995" rel="edit" type="application/atom+xml"/><link href="http://www.blogger.com/feeds/1066402840756127162/posts/default/1384596485780061995" rel="self" type="application/atom+xml"/><link href="http://sass-at-slac.blogspot.com/2010/04/talk-lhc-theory-wed-1230-kavli-3rd-fl.html" rel="alternate" title="Talk: LHC Theory, Wed @ 12:30, Kavli 3rd Fl." type="text/html"/><author><name>Joel Frederico</name><uri>http://www.blogger.com/profile/02613449116091759228</uri><email>noreply@blogger.com</email><gd:image height="32" rel="http://schemas.google.com/g/2005#thumbnail" src="//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiLP7_YOEuyd_PDttJJKe_TUYPg7cSCWpFO-EGJSvKgYvOBiAtKltJvg3MK5BM_xEolzbdUs1E-vpz4aUIjK011yoQfCYSASeHArpLpcweBc-wE4LOGkNH0RGamA_KhYA/s220/198623_10101759422115796_733886866_n+%281%29.jpg" width="32"/></author></entry><entry><id>tag:blogger.com,1999:blog-1066402840756127162.post-874339561874185460</id><published>2010-04-07T10:38:00.000-07:00</published><updated>2010-04-07T10:38:42.577-07:00</updated><title type="text">No SASS today: Recommend Christ West and Bottomonium</title><content type="html">In lieu of today's SASS, you should all come hear Chris West tell the exciting story of&amp;nbsp;how he discovered the lightest bottomonium resonance, thanks to a&amp;nbsp;last-minute decision to run BaBar at higher collision energies.&lt;br /&gt;
&lt;br /&gt;
It's one of the top 10 physics news stories of 2008!!&lt;br /&gt;
&lt;br /&gt;
&lt;a href="http://www.aps.org/publications/apsnews/200902/physicsstories.cfm"&gt;http://www.aps.org/publications/apsnews/200902/physicsstories.cfm&lt;/a&gt;&lt;br /&gt;
&lt;br /&gt;
TODAY&lt;br /&gt;
12:30 pm&lt;br /&gt;
Redwood AB (Rooms 112A and 112B) in ROB (Bldg. 48) at SLAC&lt;br /&gt;
&lt;div&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;a href="http://www.slac.stanford.edu/slac/sass"&gt;SASS Website&lt;/a&gt;&lt;/div&gt;</content><link href="http://www.blogger.com/feeds/1066402840756127162/posts/default/874339561874185460" rel="edit" type="application/atom+xml"/><link href="http://www.blogger.com/feeds/1066402840756127162/posts/default/874339561874185460" rel="self" type="application/atom+xml"/><link href="http://sass-at-slac.blogspot.com/2010/04/no-sass-today-recommend-christ-west-and.html" rel="alternate" title="No SASS today: Recommend Christ West and Bottomonium" type="text/html"/><author><name>Joel Frederico</name><uri>http://www.blogger.com/profile/02613449116091759228</uri><email>noreply@blogger.com</email><gd:image height="32" rel="http://schemas.google.com/g/2005#thumbnail" src="//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiLP7_YOEuyd_PDttJJKe_TUYPg7cSCWpFO-EGJSvKgYvOBiAtKltJvg3MK5BM_xEolzbdUs1E-vpz4aUIjK011yoQfCYSASeHArpLpcweBc-wE4LOGkNH0RGamA_KhYA/s220/198623_10101759422115796_733886866_n+%281%29.jpg" width="32"/></author></entry><entry><id>tag:blogger.com,1999:blog-1066402840756127162.post-3557922905704884194</id><published>2010-03-30T18:35:00.001-07:00</published><updated>2010-03-30T18:35:38.031-07:00</updated><title type="text">Talk: Methods of Dark Matter Detection, Wed @ 12:30, Kavli 3rd Fl.</title><content type="html">&lt;span class="Apple-style-span" style="font-size: large;"&gt;&lt;b&gt;Methods of Dark Matter Detection&lt;/b&gt;&lt;/span&gt;&lt;div&gt;&lt;span class="Apple-style-span" style="font-size: large;"&gt;&lt;i&gt;by Rudy Resch&lt;/i&gt;&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;i&gt;March 31, 2010 @&lt;span class="Apple-style-span" style="font-style: normal; "&gt;&lt;i&gt;12:30&lt;/i&gt;&lt;/span&gt;&lt;/i&gt;&lt;/div&gt; &lt;div&gt;&lt;i&gt;&lt;span class="Apple-style-span" style="font-style: normal; "&gt;&lt;i&gt;Kavli 3rd Fl. Conf. Rm.&lt;/i&gt;&lt;/span&gt;&lt;/i&gt;&lt;/div&gt;&lt;div&gt;&lt;span class="Apple-style-span" style="font-size: large;"&gt;&lt;i&gt;&lt;br&gt;&lt;/i&gt;&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span class="Apple-style-span" style="font-size: large;"&gt;&lt;i&gt;&lt;a href="http://slac.stanford.edu/slac/sass/posters/Methods_of_Dark_Matter_Detection.pdf"&gt;&lt;img src="http://slac.stanford.edu/slac/sass/posters/thumbs/Methods_of_Dark_Matter_Detection.pdf.png" alt="Methods_of_Dark_Matter_Detection.pdf.png" title="Methods_of_Dark_Matter_Detection.pdf.png" width="154" height="200"&gt;&lt;/a&gt;&lt;br&gt; &lt;/i&gt;&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span class="Apple-style-span" style="font-size: large;"&gt;&lt;br&gt;&lt;/span&gt;&lt;/div&gt;&lt;div&gt;There are three general detector technologies which are used in the search for a direct detection of Dark Matter: Ionization, Scintillation, and Heat.  Several experiments that are currently searching for dark matter use a combination of these technologies in order to better discriminate between different types of signals.  In this talk, I will discuss the relative merits of these three technologies, as well as give an overview of specific implementations of the technologies in current experiments.&lt;/div&gt; &lt;div&gt;&lt;span class="Apple-style-span" style="font-size: large; "&gt;&lt;br&gt;&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span class="Apple-style-span" style="font-size: large;"&gt;&lt;br&gt;&lt;/span&gt;&lt;/div&gt; &lt;div class="blogger-post-footer"&gt;&lt;a href="http://www.slac.stanford.edu/slac/sass"&gt;SASS Website&lt;/a&gt;&lt;/div&gt;</content><link href="http://www.blogger.com/feeds/1066402840756127162/posts/default/3557922905704884194" rel="edit" type="application/atom+xml"/><link href="http://www.blogger.com/feeds/1066402840756127162/posts/default/3557922905704884194" rel="self" type="application/atom+xml"/><link href="http://sass-at-slac.blogspot.com/2010/03/talk-methods-of-dark-matter-detection.html" rel="alternate" title="Talk: Methods of Dark Matter Detection, Wed @ 12:30, Kavli 3rd Fl." type="text/html"/><author><name>Joel Frederico</name><uri>http://www.blogger.com/profile/02613449116091759228</uri><email>noreply@blogger.com</email><gd:image height="32" rel="http://schemas.google.com/g/2005#thumbnail" src="//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiLP7_YOEuyd_PDttJJKe_TUYPg7cSCWpFO-EGJSvKgYvOBiAtKltJvg3MK5BM_xEolzbdUs1E-vpz4aUIjK011yoQfCYSASeHArpLpcweBc-wE4LOGkNH0RGamA_KhYA/s220/198623_10101759422115796_733886866_n+%281%29.jpg" width="32"/></author></entry><entry><id>tag:blogger.com,1999:blog-1066402840756127162.post-6487434373640158048</id><published>2010-03-17T11:34:00.001-07:00</published><updated>2010-03-17T11:46:13.633-07:00</updated><title type="text">SASS Movie Day: NOVA's Richard Phillips Feynman - The Last Journey of  a Genius, Kavli 3rd Fl.</title><content type="html">&lt;div&gt;Come take a break from studying for finals and watch a Feynman biography: NOVA's Richard Phillips Feynman - The Last Journey of a Genius.&lt;/div&gt;&lt;div&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div&gt;&lt;i&gt;NOVA looks at the bongo-playing scientist, adventurer, safecracker and yarn-spinner Richard Feynman, most recently famous for his role as gadfly of the Presidential Commission investigating the explosion of the space shuttle Challenger.&lt;/i&gt;&lt;/div&gt;&lt;div&gt;&lt;i&gt;&lt;br /&gt;
&lt;/i&gt;&lt;/div&gt;&lt;div&gt;While it includes some repeats, there is a lot of unique footage. &amp;nbsp;For instance, Feynman talks of how he became interested in Tannu Tuva (it was a prank, of course), &lt;s&gt;and eventually visited there&lt;/s&gt;.&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;a href="http://www.slac.stanford.edu/slac/sass"&gt;SASS Website&lt;/a&gt;&lt;/div&gt;</content><link href="http://www.blogger.com/feeds/1066402840756127162/posts/default/6487434373640158048" rel="edit" type="application/atom+xml"/><link href="http://www.blogger.com/feeds/1066402840756127162/posts/default/6487434373640158048" rel="self" type="application/atom+xml"/><link href="http://sass-at-slac.blogspot.com/2010/03/sass-movie-day-novas-richard-phillips.html" rel="alternate" title="SASS Movie Day: NOVA's Richard Phillips Feynman - The Last Journey of  a Genius, Kavli 3rd Fl." type="text/html"/><author><name>Joel Frederico</name><uri>http://www.blogger.com/profile/02613449116091759228</uri><email>noreply@blogger.com</email><gd:image height="32" rel="http://schemas.google.com/g/2005#thumbnail" src="//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiLP7_YOEuyd_PDttJJKe_TUYPg7cSCWpFO-EGJSvKgYvOBiAtKltJvg3MK5BM_xEolzbdUs1E-vpz4aUIjK011yoQfCYSASeHArpLpcweBc-wE4LOGkNH0RGamA_KhYA/s220/198623_10101759422115796_733886866_n+%281%29.jpg" width="32"/></author></entry><entry><id>tag:blogger.com,1999:blog-1066402840756127162.post-1961797254706971274</id><published>2010-03-08T16:55:00.001-08:00</published><updated>2010-03-08T16:55:48.344-08:00</updated><title type="text">Talk: EEHG 101: ECHO 7, Mar. 10, Kavli 3rd Fl.</title><content type="html">&lt;div&gt;&lt;span class="Apple-style-span" style="font-size: xx-large;"&gt;&lt;b&gt;&lt;span class="Apple-style-span" style="font-family: arial, sans-serif; font-weight: normal; font-size: 13px; border-collapse: collapse; "&gt;&lt;div&gt;&lt;span style="font-size: large; "&gt;&lt;b&gt;EEHG 101: ECHO 7&lt;/b&gt;&lt;/span&gt;&lt;/div&gt; &lt;div&gt;&lt;span style="font-size: large; "&gt;&lt;i&gt;by Pierre Pernet and Joel Frederico&lt;/i&gt;&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span style="font-size: large; "&gt;&lt;i&gt;&lt;br&gt;&lt;/i&gt;&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span style="font-size: large; "&gt;&lt;i&gt;&lt;a href="http://slac.stanford.edu/slac/sass/posters/EEHG101.pdf"&gt;&lt;img src="http://slac.stanford.edu/slac/sass/posters/thumbs/EEHG101.pdf.png" alt="EEHG101.pdf.png" title="EEHG101.pdf.png" width="154" height="200"&gt;&lt;/a&gt;&lt;br&gt; &lt;/i&gt;&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span style="font-size: large; "&gt;&lt;br&gt;&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span class="Apple-style-span" style="font-size: small;"&gt;EEHG is a new accelerator scheme with the potential to produce terahertz radiation with previously-unmatched efficiencies. Echo 7 will modulate beam density at the 7th harmonic of the laser modulation period. Two relatively small energy modulations and two dispersion sections produce the longitudinal profile. The resulting beam can be used to produce terahertz radiation for user research.&lt;/span&gt;&lt;span class="Apple-tab-span" style="white-space:pre"&gt;&lt;span class="Apple-style-span" style="font-size: small;"&gt;	&lt;/span&gt;&lt;/span&gt;&lt;span class="Apple-style-span" style="font-size: small;"&gt;The relatively straight-forward approach is currently being tested at the Next Linear Test Collider facilities here at SLAC.&lt;/span&gt;&lt;/div&gt; &lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt; &lt;div class="blogger-post-footer"&gt;&lt;a href="http://www.slac.stanford.edu/slac/sass"&gt;SASS Website&lt;/a&gt;&lt;/div&gt;</content><link href="http://www.blogger.com/feeds/1066402840756127162/posts/default/1961797254706971274" rel="edit" type="application/atom+xml"/><link href="http://www.blogger.com/feeds/1066402840756127162/posts/default/1961797254706971274" rel="self" type="application/atom+xml"/><link href="http://sass-at-slac.blogspot.com/2010/03/talk-eehg-101-echo-7-mar-10-kavli-3rd.html" rel="alternate" title="Talk: EEHG 101: ECHO 7, Mar. 10, Kavli 3rd Fl." type="text/html"/><author><name>Joel Frederico</name><uri>http://www.blogger.com/profile/02613449116091759228</uri><email>noreply@blogger.com</email><gd:image height="32" rel="http://schemas.google.com/g/2005#thumbnail" src="//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiLP7_YOEuyd_PDttJJKe_TUYPg7cSCWpFO-EGJSvKgYvOBiAtKltJvg3MK5BM_xEolzbdUs1E-vpz4aUIjK011yoQfCYSASeHArpLpcweBc-wE4LOGkNH0RGamA_KhYA/s220/198623_10101759422115796_733886866_n+%281%29.jpg" width="32"/></author></entry><entry><id>tag:blogger.com,1999:blog-1066402840756127162.post-5373235977059067730</id><published>2010-03-03T10:54:00.000-08:00</published><updated>2010-03-03T10:55:01.286-08:00</updated><title type="text">Reminder: Einstein's Politics @ 12:30</title><content type="html">&lt;div class="gmail_quote"&gt;&lt;span style="font-family:arial, sans-serif;font-size:13px;border-collapse:collapse"&gt;&lt;div&gt;&lt;span style="font-size:large"&gt;&lt;b&gt;Einstein&amp;#39;s Politics&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span style="font-size:large"&gt;&lt;i&gt;by Wells Wulsin&lt;/i&gt;&lt;/span&gt;&lt;/div&gt;  &lt;div&gt;&lt;i&gt;&lt;span style="font-size:small"&gt;12:30 Today, Kavli 3rd Floor Conf. Rm.&lt;/span&gt;&lt;/i&gt;&lt;/div&gt; &lt;div&gt;&lt;span style="font-size:large"&gt;&lt;i&gt;&lt;br&gt;&lt;/i&gt;&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span style="font-size:large"&gt;&lt;i&gt;&lt;a href="http://www.slac.stanford.edu/slac/sass/posters/EinsteinsPolitics.pdf" target="_blank"&gt;&lt;img src="http://www.slac.stanford.edu/slac/sass/posters/thumbs/EinsteinsPolitics.pdf.png" alt="EinsteinsPolitics.pdf.png" title="EinsteinsPolitics.pdf.png" width="154" height="200"&gt;&lt;/a&gt;&lt;br&gt;   &lt;/i&gt;&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span style="font-size:large"&gt;&lt;b&gt;&lt;br&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;i&gt;&amp;quot;That is simple my friend: because politics is more difficult than physics.&amp;quot;&lt;/i&gt;&lt;/div&gt;&lt;div&gt;&lt;br&gt;&lt;/div&gt;&lt;div&gt;So answered Albert Einstein when asked why people could discover atomic power but not the means to control it. Even if more challenging, politics was a subject that Einstein wrote about throughout his life, taking bold and often unpopular positions. In this talk I will discuss Einstein&amp;#39;s political views on issues including intellectual freedom, racism, and prospects for world peace.&lt;/div&gt;   &lt;/span&gt; &lt;/div&gt;&lt;br&gt; &lt;div class="blogger-post-footer"&gt;&lt;a href="http://www.slac.stanford.edu/slac/sass"&gt;SASS Website&lt;/a&gt;&lt;/div&gt;</content><link href="http://www.blogger.com/feeds/1066402840756127162/posts/default/5373235977059067730" rel="edit" type="application/atom+xml"/><link href="http://www.blogger.com/feeds/1066402840756127162/posts/default/5373235977059067730" rel="self" type="application/atom+xml"/><link href="http://sass-at-slac.blogspot.com/2010/03/reminder-einsteins-politics-1230.html" rel="alternate" title="Reminder: Einstein's Politics @ 12:30" type="text/html"/><author><name>Joel Frederico</name><uri>http://www.blogger.com/profile/02613449116091759228</uri><email>noreply@blogger.com</email><gd:image height="32" rel="http://schemas.google.com/g/2005#thumbnail" src="//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiLP7_YOEuyd_PDttJJKe_TUYPg7cSCWpFO-EGJSvKgYvOBiAtKltJvg3MK5BM_xEolzbdUs1E-vpz4aUIjK011yoQfCYSASeHArpLpcweBc-wE4LOGkNH0RGamA_KhYA/s220/198623_10101759422115796_733886866_n+%281%29.jpg" width="32"/></author></entry><entry><id>tag:blogger.com,1999:blog-1066402840756127162.post-3780609847224394932</id><published>2010-03-01T11:08:00.001-08:00</published><updated>2010-03-01T11:08:33.597-08:00</updated><title type="text">Talk: Einstein's Politics, Wed @ 12:30, 3rd Fl. Kavli Bldg.</title><content type="html">&lt;div&gt;&lt;span style="font-size:large"&gt;&lt;b&gt;Einstein&amp;#39;s Politics&lt;/b&gt;&lt;/span&gt;&lt;/div&gt; &lt;div&gt;&lt;span style="font-size:large"&gt;&lt;i&gt;by Wells Wulsin&lt;/i&gt;&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span style="font-size:large"&gt;&lt;i&gt;&lt;br&gt;&lt;/i&gt;&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span style="font-size:large"&gt;&lt;i&gt;&lt;a href="http://www.slac.stanford.edu/slac/sass/posters/EinsteinsPolitics.pdf"&gt;&lt;img src="http://www.slac.stanford.edu/slac/sass/posters/thumbs/EinsteinsPolitics.pdf.png" alt="EinsteinsPolitics.pdf.png" title="EinsteinsPolitics.pdf.png" width="154" height="200"&gt;&lt;/a&gt;&lt;br&gt; &lt;/i&gt;&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span style="font-size:large"&gt;&lt;b&gt;&lt;br&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;i&gt;&amp;quot;That is simple my friend: because politics is more difficult than physics.&amp;quot;&lt;/i&gt;&lt;/div&gt;&lt;div&gt;&lt;br&gt;&lt;/div&gt;&lt;div&gt;So answered Albert Einstein when asked why people could discover atomic power but not the means to control it. Even if more challenging, politics was a subject that Einstein wrote about throughout his life, taking bold and often unpopular positions. In this talk I will discuss Einstein&amp;#39;s political views on issues including intellectual freedom, racism, and prospects for world peace.&lt;/div&gt;  &lt;div class="blogger-post-footer"&gt;&lt;a href="http://www.slac.stanford.edu/slac/sass"&gt;SASS Website&lt;/a&gt;&lt;/div&gt;</content><link href="http://www.blogger.com/feeds/1066402840756127162/posts/default/3780609847224394932" rel="edit" type="application/atom+xml"/><link href="http://www.blogger.com/feeds/1066402840756127162/posts/default/3780609847224394932" rel="self" type="application/atom+xml"/><link href="http://sass-at-slac.blogspot.com/2010/03/talk-einsteins-politics-wed-1230-3rd-fl.html" rel="alternate" title="Talk: Einstein's Politics, Wed @ 12:30, 3rd Fl. Kavli Bldg." type="text/html"/><author><name>Joel Frederico</name><uri>http://www.blogger.com/profile/02613449116091759228</uri><email>noreply@blogger.com</email><gd:image height="32" rel="http://schemas.google.com/g/2005#thumbnail" src="//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiLP7_YOEuyd_PDttJJKe_TUYPg7cSCWpFO-EGJSvKgYvOBiAtKltJvg3MK5BM_xEolzbdUs1E-vpz4aUIjK011yoQfCYSASeHArpLpcweBc-wE4LOGkNH0RGamA_KhYA/s220/198623_10101759422115796_733886866_n+%281%29.jpg" width="32"/></author></entry><entry><id>tag:blogger.com,1999:blog-1066402840756127162.post-3050151444074576147</id><published>2010-02-24T09:27:00.001-08:00</published><updated>2010-02-24T09:27:04.210-08:00</updated><title type="text">Reminder: Optical Fiber Communication; 12:30 @ 2nd Fl. Conf. Rm.,  Kavli</title><content type="html">&lt;b&gt;&lt;span class="Apple-style-span" style="font-size: large;"&gt;Optical Fiber Communication&lt;/span&gt;&lt;/b&gt;&lt;div&gt;&lt;i&gt;by Zafar Yasin&lt;/i&gt;&lt;br&gt;&lt;div&gt;&lt;i&gt;12:30 @ 2nd Fl. Conf. Rm., Kavli &lt;/i&gt;&lt;/div&gt;&lt;div&gt;&lt;br&gt;&lt;/div&gt;&lt;div&gt;Due to past few decades of research and development in the field of Optical Fibers, it is now a reliable and enormous data transfer rate capable transmission medium, an essential part of today&amp;#39;s telecommunications. The talk will discuss some of the main characteristics and underlying theory for light propagation in a fiber optic medium. An application of current research interest, an Optical Fiber Surface Plasmon Resonance Sensor, will be presented.&lt;/div&gt; &lt;div&gt;&lt;br&gt;&lt;/div&gt;&lt;div&gt;&lt;a href="http://www.slac.stanford.edu/slac/sass/posters/Optical_Fiber_Communication.pdf"&gt;&lt;img src="http://www.slac.stanford.edu/slac/sass/posters/thumbs/Optical_Fiber_Communication.pdf.png" alt="Optical_Fiber_Communication.pdf.png" title="Optical_Fiber_Communication.pdf.png" width="154" height="200"&gt;&lt;/a&gt;&lt;br&gt; &lt;/div&gt;&lt;/div&gt; &lt;div class="blogger-post-footer"&gt;&lt;a href="http://www.slac.stanford.edu/slac/sass"&gt;SASS Website&lt;/a&gt;&lt;/div&gt;</content><link href="http://www.blogger.com/feeds/1066402840756127162/posts/default/3050151444074576147" rel="edit" type="application/atom+xml"/><link href="http://www.blogger.com/feeds/1066402840756127162/posts/default/3050151444074576147" rel="self" type="application/atom+xml"/><link href="http://sass-at-slac.blogspot.com/2010/02/reminder-optical-fiber-communication.html" rel="alternate" title="Reminder: Optical Fiber Communication; 12:30 @ 2nd Fl. Conf. Rm.,  Kavli" type="text/html"/><author><name>Joel Frederico</name><uri>http://www.blogger.com/profile/02613449116091759228</uri><email>noreply@blogger.com</email><gd:image height="32" rel="http://schemas.google.com/g/2005#thumbnail" src="//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiLP7_YOEuyd_PDttJJKe_TUYPg7cSCWpFO-EGJSvKgYvOBiAtKltJvg3MK5BM_xEolzbdUs1E-vpz4aUIjK011yoQfCYSASeHArpLpcweBc-wE4LOGkNH0RGamA_KhYA/s220/198623_10101759422115796_733886866_n+%281%29.jpg" width="32"/></author></entry><entry><id>tag:blogger.com,1999:blog-1066402840756127162.post-5506705767047771609</id><published>2010-02-22T10:49:00.001-08:00</published><updated>2010-02-22T10:49:03.414-08:00</updated><title type="text">Talk: Optical Fiber Communication, Wed. @ 12:30, 2nd Fl. Kavli Bldg.</title><content type="html">&lt;div class="gmail_quote"&gt;====================================&lt;br&gt;&lt;div&gt;&lt;br&gt;&lt;/div&gt;&lt;div&gt;Announcements:&lt;/div&gt;&lt;div&gt;&lt;br&gt;&lt;/div&gt;&lt;div&gt;1.  Wednesday&amp;#39;s Talk&lt;/div&gt;&lt;div&gt;2.  New Feature&lt;/div&gt;&lt;div&gt;&lt;br&gt;&lt;/div&gt;&lt;div&gt;====================================&lt;/div&gt;   &lt;div&gt;&lt;br&gt;&lt;/div&gt;&lt;div&gt;&lt;span style="font-size:large"&gt;&lt;b&gt;1. Talk&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;br&gt;&lt;/div&gt;&lt;div&gt;&lt;a href="http://www.slac.stanford.edu/slac/sass/posters/Optical_Fiber_Communication.pdf" target="_blank"&gt;&lt;img src="http://www.slac.stanford.edu/slac/sass/posters/thumbs/Optical_Fiber_Communication.pdf.png" alt="Optical_Fiber_Communication.pdf.png" title="Optical_Fiber_Communication.pdf.png" width="154" height="200"&gt;&lt;/a&gt;&lt;/div&gt;   &lt;div&gt;&lt;br&gt;&lt;/div&gt;&lt;div&gt;&lt;b&gt;&lt;i&gt;Optical Fiber Communication by Zafar Yasin&lt;/i&gt;&lt;/b&gt;&lt;/div&gt;&lt;div&gt;&lt;br&gt;&lt;/div&gt;&lt;div&gt;Due to past few decades of research and development in the field of Optical Fibers, it is now a reliable and enormous data transfer rate capable transmission medium, an essential part of today&amp;#39;s telecommunications. The talk will discuss some of the main characteristics and underlying theory for light propagation in a fiber optic medium. An application of current research interest, an Optical Fiber Surface Plasmon Resonance Sensor, will be presented.&lt;/div&gt;   &lt;div&gt;&lt;br&gt;&lt;/div&gt;&lt;div&gt;====================================&lt;/div&gt;&lt;div&gt;&lt;br&gt;&lt;/div&gt;&lt;div&gt;&lt;span style="font-size:large"&gt;&lt;b&gt;2. New Feature&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;br&gt;&lt;/div&gt;&lt;div&gt;We should call this New Feature Monday!  I&amp;#39;ve added a calendar to SASS&amp;#39;s arsenal of methods of keeping you informed.  Now you can subscribe in your favorite calendar program (including iPhone/Blackberry/etc.)!  I recommend setting up your own Google Calendars on your Google account and then using that to sync to whatever you own.  But there are several ways to do it!&lt;/div&gt;   &lt;div&gt;&lt;br&gt;&lt;/div&gt;&lt;div&gt;Instructions for (nearly) any setup:  &lt;a href="http://www.google.com/sync/index.html" target="_blank"&gt;http://www.google.com/sync/index.html&lt;/a&gt;&lt;/div&gt;&lt;div&gt;&lt;br&gt;&lt;/div&gt;&lt;div&gt;You can find the calendar in the website under Upcoming.&lt;/div&gt;  &lt;div&gt;&lt;br&gt;&lt;/div&gt;&lt;div&gt;On SASS:  &lt;a href="http://www.slac.stanford.edu/slac/sass/upcoming.html" target="_blank"&gt;http://www.slac.stanford.edu/slac/sass/upcoming.html&lt;/a&gt;&lt;/div&gt;&lt;div&gt;iCal Address (for subscribing with other services): &lt;a href="http://www.google.com/calendar/ical/cgn9gh13qguc5f11qdj243j354@group.calendar.google.com/public/basic.ics" target="_blank"&gt;http://www.google.com/calendar/ical/cgn9gh13qguc5f11qdj243j354@group.calendar.google.com/public/basic.ics&lt;/a&gt;&lt;/div&gt; &lt;/div&gt; &lt;div class="blogger-post-footer"&gt;&lt;a href="http://www.slac.stanford.edu/slac/sass"&gt;SASS Website&lt;/a&gt;&lt;/div&gt;</content><link href="http://www.blogger.com/feeds/1066402840756127162/posts/default/5506705767047771609" rel="edit" type="application/atom+xml"/><link href="http://www.blogger.com/feeds/1066402840756127162/posts/default/5506705767047771609" rel="self" type="application/atom+xml"/><link href="http://sass-at-slac.blogspot.com/2010/02/talk-optical-fiber-communication-wed.html" rel="alternate" title="Talk: Optical Fiber Communication, Wed. @ 12:30, 2nd Fl. Kavli Bldg." type="text/html"/><author><name>Joel Frederico</name><uri>http://www.blogger.com/profile/02613449116091759228</uri><email>noreply@blogger.com</email><gd:image height="32" rel="http://schemas.google.com/g/2005#thumbnail" src="//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiLP7_YOEuyd_PDttJJKe_TUYPg7cSCWpFO-EGJSvKgYvOBiAtKltJvg3MK5BM_xEolzbdUs1E-vpz4aUIjK011yoQfCYSASeHArpLpcweBc-wE4LOGkNH0RGamA_KhYA/s220/198623_10101759422115796_733886866_n+%281%29.jpg" width="32"/></author></entry><entry><id>tag:blogger.com,1999:blog-1066402840756127162.post-6811585827569275782</id><published>2010-02-17T13:02:00.000-08:00</published><updated>2010-02-17T13:03:00.573-08:00</updated><title type="text">Pizza Now!  Kavli 3rd Floor!</title><content type="html">We have hot pizza at Kavli 3rd Floor, for ~30 minutes!  Come and get it, and see what SASS will be doing!  And sign up for talks!&lt;div class="blogger-post-footer"&gt;&lt;a href="http://www.slac.stanford.edu/slac/sass"&gt;SASS Website&lt;/a&gt;&lt;/div&gt;</content><link href="http://www.blogger.com/feeds/1066402840756127162/posts/default/6811585827569275782" rel="edit" type="application/atom+xml"/><link href="http://www.blogger.com/feeds/1066402840756127162/posts/default/6811585827569275782" rel="self" type="application/atom+xml"/><link href="http://sass-at-slac.blogspot.com/2010/02/pizza-now-kavli-3rd-floor.html" rel="alternate" title="Pizza Now!  Kavli 3rd Floor!" type="text/html"/><author><name>Joel Frederico</name><uri>http://www.blogger.com/profile/02613449116091759228</uri><email>noreply@blogger.com</email><gd:image height="32" rel="http://schemas.google.com/g/2005#thumbnail" src="//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiLP7_YOEuyd_PDttJJKe_TUYPg7cSCWpFO-EGJSvKgYvOBiAtKltJvg3MK5BM_xEolzbdUs1E-vpz4aUIjK011yoQfCYSASeHArpLpcweBc-wE4LOGkNH0RGamA_KhYA/s220/198623_10101759422115796_733886866_n+%281%29.jpg" width="32"/></author></entry><entry><id>tag:blogger.com,1999:blog-1066402840756127162.post-8794533418594596589</id><published>2010-02-15T23:31:00.001-08:00</published><updated>2010-02-15T23:31:04.282-08:00</updated><title type="text">Free Pizza, Org. Meeting, &amp; New Info Sources</title><content type="html">Hi, SASS-ers!&lt;p&gt;Don&amp;#39;t forget, as we start this week later that SASS is on Wednesday, only two days into the SLAC work week.  We&amp;#39;ll be having our organizational meeting too, so it&amp;#39;s important to come!&lt;p&gt;Who:	You!  Your lab-mates!  And any other students!&lt;br&gt;What:	Free pizza and an organizational meeting&lt;br&gt;When:	12:30 PM, 2/17/2010 (next Wednesday)&lt;br&gt;Where:	Kavli 3rd floor conf. room&lt;br&gt;Why:	Get talks scheduled for the next few months!&lt;br&gt;Website:	&lt;a href="http://www.slac.stanford.edu/slac/sass/index.html"&gt;http://www.slac.stanford.edu/slac/sass/index.html&lt;/a&gt;&lt;br&gt;Poster:	&lt;a href="http://www.slac.stanford.edu/slac/sass/posters/OrgMtg2-17-2010.pdf"&gt;http://www.slac.stanford.edu/slac/sass/posters/OrgMtg2-17-2010.pdf&lt;/a&gt;&lt;p&gt;Also, I&amp;#39;ve been working on new outlets for information!  We&amp;#39;ve added an Announcements page at SLAC, which is actually an embedded Blogger page.  That&amp;#39;s handy because it&amp;#39;s linked with Twitter and our RSS/Atom feed.  To sum up:&lt;p&gt;SASS Announcement Page:	&lt;a href="http://www.slac.stanford.edu/slac/sass/news.html"&gt;http://www.slac.stanford.edu/slac/sass/news.html&lt;/a&gt;&lt;br&gt;RSS/Atom:					&lt;a href="http://www.slac.stanford.edu/slac/sass"&gt;http://www.slac.stanford.edu/slac/sass&lt;/a&gt;				(Same as the website!)&lt;br&gt;Blogger:						&lt;a href="http://sass-at-slac.blogspot.com"&gt;http://sass-at-slac.blogspot.com&lt;/a&gt;					(Designed to embed nicely in the main page.)&lt;br&gt;Twitter:						SASS_at_SLAC&lt;p&gt;And it&amp;#39;s all very easy - everything updates with a single e-mail (including the mailing list), so everything you see is in sync!  Enjoy!&lt;p&gt;Joel&lt;div class="blogger-post-footer"&gt;&lt;a href="http://www.slac.stanford.edu/slac/sass"&gt;SASS Website&lt;/a&gt;&lt;/div&gt;</content><link href="http://www.blogger.com/feeds/1066402840756127162/posts/default/8794533418594596589" rel="edit" type="application/atom+xml"/><link href="http://www.blogger.com/feeds/1066402840756127162/posts/default/8794533418594596589" rel="self" type="application/atom+xml"/><link href="http://sass-at-slac.blogspot.com/2010/02/free-pizza-org-meeting-new-info-sources.html" rel="alternate" title="Free Pizza, Org. Meeting, &amp; New Info Sources" type="text/html"/><author><name>Joel Frederico</name><uri>http://www.blogger.com/profile/02613449116091759228</uri><email>noreply@blogger.com</email><gd:image height="32" rel="http://schemas.google.com/g/2005#thumbnail" src="//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiLP7_YOEuyd_PDttJJKe_TUYPg7cSCWpFO-EGJSvKgYvOBiAtKltJvg3MK5BM_xEolzbdUs1E-vpz4aUIjK011yoQfCYSASeHArpLpcweBc-wE4LOGkNH0RGamA_KhYA/s220/198623_10101759422115796_733886866_n+%281%29.jpg" width="32"/></author></entry></feed>