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Ion conductance in electrolyte solutions

机译:电解质溶液中的离子电导

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We develop a new theoretical formulation to study ion conductance in electrolyte solutions, based on a mode coupling theory treatment of the electrolyte friction. The new theory provides expressions for both the ion atmosphere relaxation and electrophoretic contributions to the total electrolyte friction that acts on a moving ion. While the ion atmosphere relaxation term arises from the time-dependent microscopic interaction of the moving ion with the surrounding ions in the solution, the electrophoretic term originates from the coupling of the ion's velocity to the collective current mode of the ion atmosphere. Mode coupling theory, combined with time-dependent density functional theory of ion atmosphere fluctuations, leads to self-consistent expressions for these two terms which also include the effects of self-motion of the ion under consideration. These expressions have been solved for the concentration dependence of electrolyte friction and ion conductance. It is shown that in the limit of very low ion concentration, the present theory correctly reduces to the well-known Debye-Huckel-Onsager limiting law which predicts a linear dependence of conductance on the square root of ion concentration (c). At moderate and high concentrations, the present theory predicts a significant nonlinear and weaker dependence on sq root c which is in very good agreement with experimental results. The present theory is self-contained and does not involve any adjustable parameter.
机译:我们基于模式耦合理论对电解质摩擦的处理,开发了一种新的理论公式来研究电解质溶液中的离子电导率。新理论提供了离子气氛弛豫和电泳对作用在移动离子上的总电解质摩擦的贡献的表达式。离子气氛弛豫项源自运动离子与溶液中周围离子的时间依赖性微观相互作用,而电泳项源自离子速度与离子气氛的集体电流模式的耦合。模式耦合理论与离子气氛波动随时间变化的密度泛函理论相结合,导致这两个术语的自洽表达,其中还包括所考虑离子的自运动影响。对于电解质摩擦和离子电导的浓度依赖性已经解决了这些表达式。结果表明,在非常低的离子浓度的极限下,本理论正确地简化为众所周知的Debye-Huckel-Onsager极限定律,该定律预测了电导对离子浓度平方根的线性依赖性(c)。在中等浓度和高浓度下,本理论预测对平方根c具有显着的非线性和较弱的依赖性,这与实验结果非常吻合。本理论是独立的,不涉及任何可调参数。

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