The dispersion formula for nuclear reactions
Authors:
- P. L. KapurPKP. L. Kapur
- R. PeierlsRPR. Peierls
- 19 May 1938
- journal article
- Published by The Royal Society in Proceedings of the Royal Society of London. A. Mathematical and Physical Sciences
- Vol. 166 (925) , 277-295
Abstract
Bohr has shown that in a collision between two nuclei of which at least one is heavy, an unstable compound nucleus will be temporarily formed and that the lifetime of such a compound nucleus, measured on a nuclear scale, is usually very large. For this reason these compound nuclei have fairly well-defined energy levels ("virtual“ or "resonance" levels), and the positions of these levels and the properties of the metastable states belonging to them determine the cross-sections for all nuclear reactions. Breit and Wigner (1936) gave a formula for the probability of a nuclear reaction in terms of the virtual state, taking into account only one such state, while Bethe and Placzek (1937) and Bethe (1937) generalized the formula to take account of all possible virtual states. Their formula is usually referred to as the "dispersion formula" owing to its analogy with the formula for the dispersion of light by atomic systems.Keywords
This publication has 3 references indexed in Scilit:
- Nuclear Physics B. Nuclear Dynamics, TheoreticalReviews of Modern Physics, 1937
- Resonance Effects in Nuclear ProcessesPhysical Review B, 1937
- Capture of Slow NeutronsPhysical Review B, 1936