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Gaussian and non-Gaussian fluctuations in pure classical fluids

机译:纯古典流体中的高斯和非高斯涨落

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摘要

The particle number, energy, and volume probability distributions in the canonical, isothermal-isobaric, grand canonical, and isobaric-isenthalpic ensembles are investigated. In particular, we consider Gaussian and non-Gaussian behavior and formulate the results in terms of a single expression valid for all the ensembles employing common, experimentally accessible, thermodynamic derivatives. This is achieved using Fluctuation Solution Theory to help manipulate derivatives of the entropy. The properties of the distributions are then investigated using available equations of state for fluid water and argon. Purely Gaussian behavior is not observed for any of the state points considered here. A set of simple measures, involving thermodynamic derivatives, indicating non-Gaussian behavior is proposed. A general expression, valid in the high temperature limit, for small energy fluctuations in the canonical ensemble is provided.
机译:研究了正则,等温-等压,大正则和等压-等焓合奏中的粒子数,能量和体积概率分布。特别是,我们考虑了高斯和非高斯行为,并用一个单一表达式来表示结果,该表达式对于采用共同的,实验上可访问的热力学导数的所有乐团均有效。这可以通过使用波动解理论来帮助操纵熵的导数来实现。然后使用液态水和氩气的可用状态方程研究分布的特性。对于此处考虑的任何状态点,均未观察到纯高斯行为。提出了一套简单的措施,涉及热力学导数,表明非高斯行为。提供了一个在高温极限下有效的规范表达式中能量波动小的通用表达式。

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