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      <title>physicist and Manhattan project   by Cynthia Toro-Lopez</title>
      <link>https://padlet.com/21cynthia_torolopez/2ex8356v7sv9</link>
      <description>bomb by steve sheinkin </description>
      <language>en-us</language>
      <pubDate>2017-11-13 21:13:24 UTC</pubDate>
      <lastBuildDate>2017-11-16 21:21:54 UTC</lastBuildDate>
      <webMaster>hello@padlet.com</webMaster>
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         <title>About Robert Oppenheimer (physicists) </title>
         <author>21cynthia_torolopez</author>
         <link>https://padlet.com/21cynthia_torolopez/2ex8356v7sv9/wish/207439164</link>
         <description><![CDATA[<div>The American physicist J. Robert Oppenheimer (1904-1967) made fundamental contributions to theoretical physics and was director of the atomic energy research project at Los Alamos, New Mexico.<br><br></div><div>On April 22, 1904, J. Robert Oppenheimer, whose father was a German immigrant and wealthy textile importer, was born in New York City. After attending the Ethical Culture School in New York, where his lifelong devotion to literature, the arts, and science was nurtured, he entered Harvard University in 1922 and completed his bachelor's degree in three years. He required only two additional years of study at Cambridge University and the University of Göttingen to complete his doctoral degree in 1927. <br>-<br>"The cop shook Oppenheimer awake and demanded an explanation . Oppenheimer said he'd gotten out of the car to think about the physics" (Sheinkin 8<figure class="attachment attachment--preview"><img src="https://media.npr.org/programs/totn/features/2005/oppenheimer/oppenheimer_200-5b841d6bfded723659ce36167e206808e4fd0939-s300-c85.jpg" width="200" height="213"><figcaption class="attachment__caption"></figcaption></figure><br>"J. Robert Oppenheimer." <em>Encyclopedia of World Biography</em>, Gale, 1998. <em>World History in Context</em>, link.galegroup.com/apps/doc/K1631004966/WHIC?u=idaho_s_fairmtjh&amp;xid=d99b6361. Accessed 15 Nov. 2017<br><br>“Oppenheimer: American Prometheus.” <em>NPR</em>, NPR, 11 May 2005, www.npr.org/templates/story/story.php?storyId=4648060.</div>]]></description>
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         <pubDate>2017-11-15 20:52:10 UTC</pubDate>
         <guid>https://padlet.com/21cynthia_torolopez/2ex8356v7sv9/wish/207439164</guid>
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      <item>
         <title>background of  Manhattan project </title>
         <author>21cynthia_torolopez</author>
         <link>https://padlet.com/21cynthia_torolopez/2ex8356v7sv9/wish/207440809</link>
         <description><![CDATA[<div>During the years immediately following the First World War, <a href="http://ic.galegroup.com/ic/whic/ReferenceDetailsPage/ReferenceDetailsWindow?disableHighlighting=false&amp;displayGroupName=Reference&amp;currPage=&amp;scanId=&amp;query=&amp;docIndex=&amp;source=&amp;prodId=WHIC&amp;search_within_results=&amp;p=WHIC%3AUHIC&amp;mode=view&amp;catId=&amp;u=idaho_s_fairmtjh&amp;limiter=&amp;display-query=&amp;displayGroups=&amp;contentModules=&amp;action=e&amp;sortBy=&amp;documentId=GALE%7CCV2643450684&amp;windowstate=normal&amp;activityType=BasicSearch&amp;failOverType=&amp;commentary=#">Germany</a> became the center for the study of physics. The most important work in the area of atomic energy was carried on in German universities, especially at the University of Berlin. The most important people in the field traveled to Germany to study, teach, and attend symposiums. Among the many scientists who were to have an impact on the study of atomic energy with this German connection was the Danish physicist Niels Bohr (1885-1962), who would create the scientific model of the hydrogen atom. His extensive work in this area was largely based upon the research of the two famous German physicists Albert Einstein (1879-1955) and Max Planck (1858-1947). The Hungarian Leo Szilard (1898-1964) and the Italian Enrico Fermi (1901-1954), who both played an important role in the development of the atomic bomb, spent time in Germany. Robert Oppenheimer (1904-1967), the great American theoretical physicist and leader of the Manhattan Project, and Edward Teller (1908-), the father of the American hydrogen bomb, both studied physics at German universities. Werner Heisenberg (1901-1976), one of the founders of quantum theory and Teller's dissertation advisor, would play a major role in the German bomb program. As political events of the 1920s and 1930s began to unfold, German preeminence in this field would be an important factor in the history of the twentieth century.&nbsp;<br><figure class="attachment attachment--preview" 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&quot;,&quot;width&quot;:224}" 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" width="224" height="225"><figcaption class="attachment__caption"></figcaption></figure>"The Manhattan Project and the Decision to Drop the Bomb." <em>Science and Its Times</em>, edited by Neil Schlager and Josh Lauer, vol. 6, Gale, 2001. <em>World History in Context</em>, link.galegroup.com/apps/doc/CV2643450684/WHIC?u=idaho_s_fairmtjh&amp;xid=464408b3. Accessed 15 Nov. 2017.<br><br>“Redirect Notice.” <em>Google</em>, Google, www.google.com/imgres?imgurl=https%3A%2F%2Fwww.atomicheritage.org%2Fsites%2Fdefault%2Ffiles%2Fstyles%2Flarge%2Fpublic%2FManhattan_Project_emblem_4.png%3Fitok%3DFq8Pn-5Y&amp;imgrefurl=http%3A%2F%2Fwww.atomicheritage.org%2Fhistory%2Fmanhattan-project&amp;docid=RH-BzBNbt2lggM&amp;tbnid=XYBL1vZcUtez3M%3A&amp;vet=10ahUKEwjZ5dWFvcHXAhUnllQKHebkD9gQMwiSAigBMAE..i&amp;w=456&amp;h=459&amp;safe=active&amp;bih=750&amp;biw=1536&amp;q=manhattan%2Bproject&amp;ved=0ahUKEwjZ5dWFvcHXAhUnllQKHebkD9gQMwiSAigBMAE&amp;iact=mrc&amp;uact=8.</div>]]></description>
         <enclosure url="" />
         <pubDate>2017-11-15 20:56:46 UTC</pubDate>
         <guid>https://padlet.com/21cynthia_torolopez/2ex8356v7sv9/wish/207440809</guid>
      </item>
      <item>
         <title>overview of Manhattan project </title>
         <author>21cynthia_torolopez</author>
         <link>https://padlet.com/21cynthia_torolopez/2ex8356v7sv9/wish/207444525</link>
         <description><![CDATA[<div>The Manhattan Project ushered in the nuclear age, and with it the concept of international relations and war changed forever. Humankind now had the ability not only to destroy nations and civilizations but to end life as we know it on the planet. <br><figure class="attachment attachment--preview" 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" width="258" height="196"><figcaption class="attachment__caption"></figcaption></figure>“Redirect Notice.” <em>Google</em>, Google, www.google.com/imgres?imgurl=https%3A%2F%2Fantinuclearinfo.files.wordpress.com%2F2015%2F01%2Fmanhattan-project.gif&amp;imgrefurl=https%3A%2F%2Fnuclear-news.net%2F2015%2F01%2F17%2Fcommemoration-of-the-manhattan-project-ignores-those-who-lived-downwind-and-paid-the-ultimate-price%2F&amp;docid=QlRboFDXiX3BXM&amp;tbnid=CeuIkrp89L3OuM%3A&amp;vet=10ahUKEwjZ5dWFvcHXAhUnllQKHebkD9gQMwiTAigCMAI..i&amp;w=540&amp;h=410&amp;safe=active&amp;bih=750&amp;biw=1536&amp;q=manhattan%2Bproject&amp;ved=0ahUKEwjZ5dWFvcHXAhUnllQKHebkD9gQMwiTAigCMAI&amp;iact=mrc&amp;uact=8<br><br>"The Manhattan Project and the Decision to Drop the Bomb." <em>Science and Its Times</em>, edited by Neil Schlager and Josh Lauer, vol. 6, Gale, 2001. <em>World History in Context</em>, link.galegroup.com/apps/doc/CV2643450684/WHIC?u=idaho_s_fairmtjh&amp;xid=464408b3. Accessed 15 Nov. 2017.</div>]]></description>
         <enclosure url="" />
         <pubDate>2017-11-15 21:07:12 UTC</pubDate>
         <guid>https://padlet.com/21cynthia_torolopez/2ex8356v7sv9/wish/207444525</guid>
      </item>
      <item>
         <title>Enrico Fermi physicists </title>
         <author>21cynthia_torolopez</author>
         <link>https://padlet.com/21cynthia_torolopez/2ex8356v7sv9/wish/207447109</link>
         <description><![CDATA[<div>The Italian-American physicist Enrico Fermi (1901-1954) discovered "Fermi statistics," described beta decay, established the properties of slow neutrons, and constructed the first atomic pile.<figure class="attachment attachment--preview" data-trix-attachment="{&quot;contentType&quot;:&quot;image&quot;,&quot;height&quot;:920,&quot;url&quot;:&quot;https://www.atomicheritage.org/sites/default/files/Enrico%20Fermi%20chalkboard_0.jpg&quot;,&quot;width&quot;:1200}" data-trix-content-type="image"><img src="https://www.atomicheritage.org/sites/default/files/Enrico%20Fermi%20chalkboard_0.jpg" width="1200" height="920"><figcaption class="attachment__caption"></figcaption></figure><a href="https://www.google.com/url?sa=i&amp;rct=j&amp;q=&amp;esrc=s&amp;source=images&amp;cd=&amp;cad=rja&amp;uact=8&amp;ved=0ahUKEwjthMffwMHXAhVDxWMKHXBzCmQQjRwIBw&amp;url=http%3A%2F%2Fwww.atomicheritage.org%2Fprofile%2Fenrico-fermi&amp;psig=AOvVaw2lx4GTOhARMlDZIw1bCutE&amp;ust=1510867112026189">https://www.google.com/url?sa=i&amp;rct=j&amp;q=&amp;esrc=s&amp;source=images&amp;cd=&amp;cad=rja&amp;uact=8&amp;ved=0ahUKEwjthMffwMHXAhVDxWMKHXBzCmQQjRwIBw&amp;url=http%3A%2F%2Fwww.atomicheritage.org%2Fprofile%2Fenrico-fermi&amp;psig=AOvVaw2lx4GTOhARMlDZIw1bCutE&amp;ust=1510867112026189</a><br><br></div><div>"Enrico Fermi." <em>Encyclopedia of World Biography</em>, Gale, 1998. <em>World History in Context</em>, link.galegroup.com/apps/doc/K1631002163/WHIC?u=idaho_s_fairmtjh&amp;xid=029d389b. Accessed 15 Nov. 2017.</div>]]></description>
         <enclosure url="" />
         <pubDate>2017-11-15 21:14:52 UTC</pubDate>
         <guid>https://padlet.com/21cynthia_torolopez/2ex8356v7sv9/wish/207447109</guid>
      </item>
      <item>
         <title>What the Manhattan project produced </title>
         <author>21cynthia_torolopez</author>
         <link>https://padlet.com/21cynthia_torolopez/2ex8356v7sv9/wish/207907367</link>
         <description><![CDATA[<div>The Manhattan Project eventually produced four bombs. Little Boy, the code name for the uranium bomb, utilized explosives to crash pieces of uranium together to begin an explosive chain reaction. Fat Man, the code name for the plutonium bomb, was more difficult to design. It required a neutron-emitting source to initiate a chain reaction within a series of concentric nested spheres. The outermost shell was an explosive lens system surrounding a pusher/neutron absorber shell designed to reduce the effect of Taylor waves, the rapid drop in pressure that occurs behind a detonation front and could interfere with an implosion. The next nested sphere was a uranium tamper/reflector shell containing a plutonium pit and beryllium neutron initiator. The spheres were designed to implode, causing the plutonium to fuse, reach critical mass, then start the reaction. <br><br>LERNER, BRENDA WILMOTH. "Manhattan Project." <em>Encyclopedia of Espionage, Intelligence and Security</em>, edited by K. Lee Lerner and Brenda Wilmoth Lerner, vol. 2, Gale, 2004, pp. 245-248. <em>World History in Context</em>, link.galegroup.com/apps/doc/CX3403300471/WHIC?u=idaho_s_fairmtjh&amp;xid=f30a8626. Accessed 16 Nov. 2017</div>]]></description>
         <enclosure url="" />
         <pubDate>2017-11-16 21:04:03 UTC</pubDate>
         <guid>https://padlet.com/21cynthia_torolopez/2ex8356v7sv9/wish/207907367</guid>
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