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Modified equation of state for pure and hard sphere mixtures in mean ionic activity coefficient calculations by mean spherical approximation model

机译:用平均球面近似模型计算纯离子和硬球混合物的平均离子活度系数的修正状态方程

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摘要

A hard sphere equation of state (EOS) based on tetrakaidecahedron cell geometry (instead of spherical shape) and highly optimized molecular dynamic simulation data is proposed. The EOS is extended to hard sphere mixture and its performance for compressibility factor calculation at different diameter size of hard sphere mixtures by using various mixing rule is compared with Monte Carlo Simulation data. The results indicated that for all mixing rules, the proposed EOS has minimum error comparing with computer simulation data. Also the residual prosperities are derived by using the proposed EOS. The residual properties are used in mean spherical approximation model (MSA) to evaluate the mean ionic activity coefficient of aqueous electrolyte solutions. The results are compared with those obtained by similar hard sphere equations of state and it is shown that the proposed EOS has a better performance in predicting the mean ionic activity coefficient.
机译:提出了一种基于十四面体细胞几何形状(而非球形)和高度优化的分子动力学模拟数据的硬球状态方程(EOS)。 EOS扩展到硬球混合物,并通过使用各种混合规则将其在不同直径尺寸的硬球混合物的压缩系数计算中的性能与蒙特卡洛模拟数据进行了比较。结果表明,对于所有混合规则,与计算机仿真数据相比,拟议的EOS具有最小的误差。通过使用建议的EOS,也可以得出剩余的繁荣。在平均球面近似模型(MSA)中使用残留特性来评估电解质水溶液的平均离子活度系数。将结果与通过类似的硬球状态方程获得的结果进行比较,结果表明,提出的EOS在预测平均离子活度系数方面具有更好的性能。

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