February 1st 1905 - April 22nd 1989
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)
An Italian physicist and Nobel laureate in physics, who with Owen Chamberlain, discovered antiprotons, a sub-atomic antiparticle.
Segre was born in Tivoli, near Rome, and enrolled in the University of Rome La Sapienza as an engineering student. He switched to physics in 1927 and earned his doctorate in 1928, having studied under Enrico Fermi.
After a stint in the Italian Army from 1928 to 1929, he worked with Otto Stern in Hamburg and Pieter Zeeman in Amsterdam as a Rockefeller Foundation fellow in 1930. Segre was appointed assistant professor of physics at the University of Rome in 1932 and served until 1936. From 1936 to 1938 he was Director of the Physics Laboratory at the University of Palermo. After a visit to Ernest O. Lawrence's Berkeley Radiation Laboratory, he was sent a molybdenum strip from the laboratory's cyclotron deflector in 1937 which was emitting anomalous forms of radioactivity. After careful chemical and theoretical analysis, Segre was able to prove that some of the radiation was being produced by a previously unknown element, dubbed technetium, and was the first artificially synthesized chemical element which does not occur in nature.
While Segre was on a summer visit to California in 1938, Mussolini's fascist government passed anti-Semitic laws barring Jews from university positions. As a Jew, Segre was now rendered an indefinite emigre. At the Berkeley Radiation Lab, Lawrence offered him a job as a Research Assistant -- a relatively lowly position for someone who had discovered an element -- for US$300 a month. However, in Segre's recollection, when Lawrence learned that Segre was legally trapped in California, he reduced his salary to US$116 a month which many, including Segre, saw as exploiting the situation. Segre also found work as a lecturer of the physics department at the University of California, Berkeley.
While at Berkeley, he helped discover the element astatine and the isotope plutonium-239.
From 1943 to 1946 he worked at the Los Alamos National Laboratory as a group leader for the Manhattan Project. In 1944, he became a naturalized citizen of the United States. He taught at Columbia University, University of Illinois and University of Rio de Janeiro. On his return to Berkeley in 1946, he became a professor of physics and of the history of science, serving until 1972. In 1974 he returned to the University of Rome as a professor of nuclear physics.
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