Tributes to Hans Bethe continue
DOI: 10.1063/1.2337795
The October 2005 special issue of Physics Today describes the breadth of Hans Bethe’s accomplishments and interests in different fields of physics. Here are two additional contributions of his that illustrate his ability to produce new advances in areas outside those for which he was most famous.
In 1929 Bethe employed group theory to examine how the crystalline field would split the energy levels of free ions and determined the symmetry required to fully quench the orbital moment. 1 This area became an active research field only after World War II, with the development of electron paramagnetic resonance and spin Hamiltonians.
Richard Garwin and Kurt Gottfried (Physics Today, October 2005, page 52
This fundamental expression, although known to some microwave experts, is not mentioned in the best-known electricity and magnetism texts. It is also not mentioned in the MIT Radiation Laboratory series that appeared shortly after World War II. John Slater’s postwar text 5 mentions the 1943 MIT report 2 but doesn’t give the Bethe–Schwinger formula. I was unaware of this expression until the early 1990s, even though I’d learned microwave techniques in the 1950s. Why wasn’t this result published in an American physics journal? The report dates may provide a clue: Bethe was already at Los Alamos in early 1943.
References
1. H. A. Bethe, Ann. Phys. (Leipzig) 3, 133 (1929).
2. J. Schwinger, MIT Radiation Laboratory rep. no. 43-34, MIT, Cambridge, MA (21 May 1943).
3. H. A. Bethe, J. Schwinger, National Defense Research Council rep. no. D1-117, Cornell U., Ithaca, NY (1943).
4. W. Hauser, Introduction to the Principles of Electromagnetism, Addison-Wesley, Reading, MA (1971), p. 511.
5. J. C. Slater, Microwave Electronics, Van Nostrand, New York (1950), p. 131.
More about the Authors
Theodore G. Castner. (tgc@pas.rochester.edu) University of Rochester Rochester, New York, US .