A STATISTICAL MODEL OF NUCLEAR LEVEL SPACINGS
Author(s) -
L Dresner,
E Iu
Publication year - 1960
Language(s) - English
Resource type - Reports
DOI - 10.2172/4108898
Subject(s) - generalization , mathematics , distribution (mathematics) , statistical physics , simple (philosophy) , energy (signal processing) , physics , statistics , mathematical analysis , philosophy , epistemology
A generalization of Wigner's simple model for the distribution of nuclear level spacings is studied. The generalization is based on a stochastic process which reproduces the correct joint probabllity distribution of N energy levels for small spacings. The case N = 3, which includes the effect of the correlation between adjacent spacings, is discussed in detail. The resulting distribution and the correlation coefflcient are compared with experimental data. No definite conclusion can be drawn except that the effect of the correlations on the spacing distribution is very small. (auth
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