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Quantum statistical mechanics and thermodynamics of a multispecies quasiparticle gas with mutual fractional exclusion statistics

机译:具有互分数排斥统计的多种类拟粒子气体的量子统计力学和热力学

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摘要

Quantum statistical mechanics and thermodynamics of an ideal gas of multispecies quasiparticles with mutual fractional exclusion statistics are discussed. It is shown that thermodynamic potential and density of the system are analytically expressed in terms of the language of generalized cluster expansions, where the cluster coefficients are determined from Wu's functional relations of distribution functions for mutual fractional exclusion statistics. [References: 52]
机译:讨论了具有互分数排斥统计的多种准粒子的理想气体的量子统计力学和热力学。结果表明,系统的热力学势和密度是用广义聚类展开的语言来解析表示的,其中聚类系数由Wu的分布函数的函数关系确定,用于互分数排斥统计。 [参考:52]

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