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The solvation shell in ionic solutions:variational mean spherical scaling approximation

机译:离子溶液中的溶剂化壳:变异平均球面缩放近似

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摘要

The non-specific solvent effects in neutral dipolar (or better yet, effective dipolar) solvents were discussed inb the literature with success. However the situation is not so clear when the solvent is an electrolyte, where the reaction field approach is no longer valid. In the present communication we present a theory based on the Mean Spherical Scaling Approximation in which the system is encapsulated in a ionic cloud that is represented by an equivalent capacitor of shape determined by precise prescriptions derived from exact relations and sum rules. The construction of the equivalent capacitor depeds on the geometry of the system, on the natrue of the solvent and on the nature and concentration of the ions.The treatment proposed here satisfies exact relations like the Stillinger-Lovett sum rules, the perfect screening sum rules, and the high and low couling conditions and constitutes an interpolation scheme between exact high density and low density limits in it simplest form. The calculation is illustrated with an example of an ellipsoidal cavity.
机译:在文献中成功地讨论了在中性偶极(或更有效的偶极)溶剂中非特异性溶剂的作用。但是,当溶剂是电解质时,情况还不是很清楚,其中反应场方法不再有效。在本通讯中,我们提出一种基于平均球面缩放近似的理论,其中系统封装在离子云中,该离子云由形状等效的电容器表示,该电容器由从精确关系和和规则得出的精确处方确定。等效电容器的构造取决于系统的几何形状,溶剂的性质以及离子的性质和浓度。在此提出的处理方法满足诸如斯蒂林格-洛维特求和规则,理想筛选和规则的精确关系。 ,以及高低耦合条件,并以最简单的形式构成精确的高密度和低密度极限之间的插值方案。该计算以椭圆形腔体为例进行说明。

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