September 2nd 1877 - September 22nd 1956
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)
An English radiochemist. He worked under Lord Rutherford at McGill Univ. and with Sir William Ramsay at the Univ. of London. After serving (1910-14) as lecturer in physical chemistry and radioactivity at the Univ. of Glasgow, he was professor of chemistry at the Univ. of Aberdeen (1914-19) and at Oxford (1919-36). He was especially noted for his research in radioactivity. With others he discovered a relationship between radioactive elements and the parent compound, which led to his theory of isotopes; for this work he won the 1921 Nobel Prize in Chemistry. His scientific books have become classics and include The Interpretation of Radium (1909, rev. ed. 1922), Matter and Energy (1912), The Chemistry of the Radio-Elements (2 parts, 1911-14), and Atomic Transmutation (1953). An advocate of technocracy and of the social credit movement, he wrote several books setting forth his political and economic views.
In 1914 he was appointed to a chair at the University of Aberdeen, where he worked on research related to World War I.
In 1919 he moved to Oxford University as Dr Lee's Professor of Chemistry, where, in the period up till 1936, he reorganized the laboratories and the syllabus in chemistry.
He received the 1921 Nobel Prize in chemistry for his research in radioactive decay and particularly for his formulation of the theory of isotopes.
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