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Lennard-Jones 流体输运性质的修正熵标度

Modified Entropy Scaling of the Transport Properties of the Lennard-Jones Fluid.

作者信息

Bell Ian H, Messerly Richard, Thol Monika, Costigliola Lorenzo, Dyre Jeppe C

机构信息

Applied Chemicals and Materials Division , National Institute of Standards and Technology , Boulder , Colorado 80305 , United States.

Thermodynamics , Ruhr-Universität Bochum , Universitätsstraße 150 , 44801 Bochum , Germany.

出版信息

J Phys Chem B. 2019 Jul 25;123(29):6345-6363. doi: 10.1021/acs.jpcb.9b05808. Epub 2019 Jul 12.

Abstract

Rosenfeld proposed two different scaling approaches to model the transport properties of fluids, separated by 22 years, one valid in the dilute gas, and another in the liquid phase. In this work, we demonstrate that these two limiting cases can be connected through the use of a novel approach to scaling transport properties and a bridging function. This approach, which is empirical and not derived from theory, is used to generate reference correlations for the transport properties of the Lennard-Jones 12-6 fluid of viscosity, thermal conductivity, and self-diffusion. This approach, with a very simple functional form, allows for the reproduction of the most accurate simulation data to within nearly their statistical uncertainty. The correlations are used to confirm that for the Lennard-Jones fluid the appropriately scaled transport properties are nearly monovariate functions of the excess entropy from low-density gases into the supercooled phase and up to extreme temperatures. This study represents the most comprehensive metastudy of the transport properties of the Lennard-Jones fluid to date.

摘要

罗森菲尔德提出了两种不同的标度方法来模拟流体的输运性质,这两种方法相隔22年,一种适用于稀薄气体,另一种适用于液相。在这项工作中,我们证明了这两种极限情况可以通过使用一种新颖的标度输运性质的方法和一个桥接函数来连接。这种方法是经验性的,并非源自理论,用于生成关于 Lennard-Jones 12-6 流体的粘度、热导率和自扩散等输运性质的参考关联式。这种方法具有非常简单的函数形式,能够将最精确的模拟数据重现到几乎其统计不确定度范围内。这些关联式被用于证实,对于 Lennard-Jones 流体,适当标度后的输运性质几乎是从低密度气体到过冷相直至极端温度下过量熵的单变量函数。这项研究是迄今为止对 Lennard-Jones 流体输运性质最全面的元研究。

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