Classical one-dimensional gas of hard rods with an interaction of finite range
作者： T. Morita , Y. Fukui
DOI: 10.1016/0031-8914(74)90162-1
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摘要: Abstract The classical one-dimensional gas of hard rods with an interaction finite range is investigated. Gibbs potential, the distribution function a number successive particles, and average length per particle that system are shown to be expressed in terms eigenvalue smallest absolute value corresponding eigenfunction homogeneous linear integral equation. Byckling's equation criticized.
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