Richard K. Osborn, Ph.D.
Affiliations: | University of Michigan, Ann Arbor, Ann Arbor, MI |
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"Richard Osborn"Bio:
Osborn, Richard Kent, Second-quantized theory of spin 1/2 particles in nonrelativistic limit, thesis Case Institute of Technology(1951)
Mean distance: 11.05 | S | N | B | C | P |
Parents
Sign in to add mentor| Leslie Lawrance Foldy | grad student | 1951 | Case Institute of Technology | |
| (Second-quantized theory of spin 1/2 particles in nonrelativistic limit) | ||||
Children
Sign in to add trainee| Sidney Yip | grad student | 1962 | University of Michigan |
| A Ziyaeddin Akcasu | grad student | 1964 | University of Michigan (Astronomy Tree) |
| Peter Lambropoulos | grad student | 1965 | University of Michigan |
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Publications
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| Gelinas RJ, Osborn RK. (1967) Kinetic theory for the interpretation of measurements on fluctuations in radiation distributions in finite, inhomogeneous systems Physical Review. 163: 162-174 |
| Osborn RK, Akcasu AZ. (1967) Intensity fluctuations of the radiation from a dispersive blackbody Journal of Applied Physics. 38: 5165-5172 |
| Tang LH, Osborn RK. (1966) Effects of lattice vibrations on angular correlations Physical Review. 146: 695-703 |
| Akcasu AZ, Osborn RK. (1965) Damping theory and its application to neutron scattering by anharmonic crystals Il Nuovo Cimento Series 10. 38: 175-196 |
| Yip S, Osborn RK. (1963) Small-energy rotational transitions in slow-neutron scattering by water Physical Review. 131: 2547-2549 |
| Yip S, Osborn RK. (1963) Slow-neutron scattering by hindered rotators Physical Review. 130: 1860-1864 |
| Berger JM, Foldy LL, Osborn RK. (1952) Equivalence theorems for pseudoscalar coupling Physical Review. 87: 1061-1065 |
| Foldy LL, Osborn RK. (1951) Diffusion of high energy gamma-rays through matter. II. Solution of the diffusion equation Physical Review. 81: 400-404 |
| Foldy LL, Osborn RK. (1951) Diffusion of high energy gamma-rays through matter. II. Solution of the diffusion equation Physical Review. 81: 400-404 |
| Osborn RK, Foldy LL. (1950) The phenomenological theory of exchange currents in nuclei Physical Review. 79: 795-802 |