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改性水模型中简单液体行为的起始

Onset of simple liquid behaviour in modified water models.

作者信息

Prasad Saurav, Chakravarty Charusita

机构信息

Department of Chemistry, Indian Institute of Technology-Delhi, New Delhi 110016, India.

出版信息

J Chem Phys. 2014 Apr 28;140(16):164501. doi: 10.1063/1.4870823.

DOI:10.1063/1.4870823
PMID:24784281
Abstract

The transition to simple liquid behaviour is studied in a set of modified hybrid water models where the potential energy contribution of the Lennard-Jones dispersion-repulsion contribution is progressively enhanced relative to the electrostatic contribution. Characteristics of simple liquid behaviour that indicate the extent to which a given system can be mapped onto an inverse power law fluid are examined, including configurational energy-virial correlations, functional form of temperature dependence of the excess entropy along isochores, and thermodynamic and excess entropy scaling of diffusivities. As the Lennard-Jones contribution to the potential energy function increases, the strength of the configurational energy-virial correlations increases. The Rosenfeld-Tarazona temperature dependence of the excess entropy is found to hold for the range of state points studied here for all the hybrid models, regardless of the degree of correlating character. Thermodynamic scaling is found to hold for weakly polar fluids with a moderate degree of energy-virial correlations. Rosenfeld-scaling of transport properties is found not to be necessarily linked with the strength of energy-virial correlations but may hold for systems with poor thermodynamic scaling if diffusivities and excess entropies show correlated departures from the isomorph-invariant behaviour characteristic of approximate inverse power law fluids. The state-point dependence of the configurational energy-virial correlation coefficient and the implications for thermodynamic and excess entropy scalings are considered.

摘要

在一组修正的混合水模型中研究了向简单液体行为的转变,其中相对于静电贡献, Lennard-Jones 色散-排斥贡献的势能贡献逐渐增强。研究了表明给定系统可以映射到逆幂律流体的程度的简单液体行为特征,包括构型能量-维里系数相关性、等容线上过量熵的温度依赖性的函数形式以及扩散系数的热力学和过量熵标度。随着 Lennard-Jones 对势能函数的贡献增加,构型能量-维里系数相关性的强度增加。发现对于这里研究的所有混合模型,在状态点范围内,过量熵的 Rosenfeld-Tarazona 温度依赖性都成立,而与相关特征的程度无关。发现热力学标度对于具有适度能量-维里系数相关性的弱极性流体成立。发现输运性质的 Rosenfeld 标度不一定与能量-维里系数相关性的强度相关,但如果扩散系数和过量熵显示出与近似逆幂律流体的同构不变行为特征的相关偏差,则对于热力学标度较差的系统可能成立。考虑了构型能量-维里相关系数的状态点依赖性以及对热力学和过量熵标度的影响。

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