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A Monte Carlo simulation and symmetric Poisson-Boltzmann study of a four-component electrolyte mixture

机译:四组分电解质混合物的Monte Carlo模拟和对称Poisson-Boltzmann研究

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摘要

The structure and thermodynamics of a four-component electrolyte mixture consisting of two electrolytes with a common ion, and a neutral species are studied using the canonical Metropolis Monte Carlo simulations. The steric effects of the neutral species are seen to shape substantially the equilibrium fluid properties, an important results being the existence of an attractive force between like-charged ions at sufficiently high concentrations of the neutral species. Parallel calculations performed utilizing a symmetric Poisson-Boltzmann theory reveal the usefulness of the classical theory; it is able to predict (a) the simulation profiles and the thermodynamics to a very reasonable degree of accuracy up to moderate solution concentrations, and (b) the attractive interaction between like-charge ions under the influence of high contents of neutral particles. These are useful results since the generalizations of the more formal statistical mechanical theories to four of more components require very extensive numerical work.
机译:使用规范的Metropolis蒙特卡洛模拟研究了由两种具有共同离子的电解质和中性物质组成的四组分电解质混合物的结构和热力学。可以看出,中性物质的空间效应实质上影响了平衡流体的性能,一个重要的结果是在足够高的中性物质浓度下,带电离子之间存在吸引力。利用对称泊松-玻尔兹曼理论进行的并行计算揭示了经典理论的有用性。它能够预测(a)达到中等浓度的溶液时,模拟曲线和热力学达到非常合理的准确度,以及(b)在高含量的中性粒子的影响下,类似电荷离子之间的吸引相互作用。这些是有用的结果,因为将更正式的统计力学理论推广到更多组件中的四个组件需要大量的数值工作。

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