Long-Range Correlations of the Distribution Functions in the Canonical Ensemble
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概要
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Theories of Mayer and Lebowitz-Percus are examined which treat the N^<-1> dependence of the distribution functions in the canonical ensemble consisting of the systems with the particle number N. It is found that the expressions obtained by Lebowitz and Percus are more accurate than Mayer's ones. The same long-range correlations of the distribution functions are given by both the theories.
- 社団法人日本物理学会の論文
- 1972-04-05
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