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基于离子液体的电容器的粗粒度模拟:I. 密度、离子大小和化合价效应。

Coarse-grained simulations of an ionic liquid-based capacitor: I. Density, ion size, and valency effects.

作者信息

Breitsprecher Konrad, Košovan Peter, Holm Christian

机构信息

Institute for Computational Physics, University of Stuttgart, Stuttgart, Germany.

出版信息

J Phys Condens Matter. 2014 Jul 16;26(28):284108. doi: 10.1088/0953-8984/26/28/284108. Epub 2014 Jun 12.

Abstract

We introduce a hierarchy of generic coarse-grained models of ionic liquids of increasing complexity. We use them in molecular dynamics simulations to study the differential capacitance of a capacitor consisting of an ionic liquid between two planar electrodes. The primary goal is to explain the complex dependence of the differential capacitance Cd on the electrode potential U in simple terms, e.g. in terms of the size and valency of the ions. For this purpose we introduce the symmetric model A, which qualitatively reproduces the Cd(U) dependence predicted by the mean-field theory but also reveals strong quantitative deviations. We further introduce size asymmetry in model A by increasing the cation size. In model B we vary the cation valency, keeping the sizes of both ions constant. We show that simultaneous increases in size and valency may compensate for each other, leading to a Cd(U) very similar to that for the symmetric case. We interpret distinct features in Cd(U) on the basis of the density profiles of the ions and charge density profiles. We focus on the first two ion layers at the electrode, and demonstrate that the polarization of the ionic liquid proceeds through replacement of one ion type by the other, in contrast to the simple increase in ion concentrations typical for dilute systems. The understanding gained for the simple models serves as a reference for interpretation of complex effects of ion size, valency and shape. This is carried through in part II (a separate article) where we show how the planar shape of ions in model C brings new features to the Cd(U) curve and also to the polarization mechanism.

摘要

我们引入了一系列复杂度不断增加的离子液体通用粗粒度模型。我们在分子动力学模拟中使用这些模型,以研究由两个平面电极之间的离子液体组成的电容器的微分电容。主要目标是以简单的术语解释微分电容(C_d)对电极电位(U)的复杂依赖性,例如根据离子的大小和价态来解释。为此,我们引入了对称模型A,它定性地再现了平均场理论预测的(C_d(U))依赖性,但也揭示了强烈的定量偏差。我们通过增加阳离子大小在模型A中进一步引入尺寸不对称性。在模型B中,我们改变阳离子价态,保持两种离子的大小不变。我们表明,尺寸和价态的同时增加可能相互补偿,导致(C_d(U))与对称情况非常相似。我们根据离子的密度分布和电荷密度分布来解释(C_d(U))中的不同特征。我们关注电极处的前两个离子层,并证明离子液体的极化是通过一种离子类型被另一种离子类型取代来进行的,这与稀溶液中典型的离子浓度简单增加形成对比。从简单模型中获得的理解为解释离子大小、价态和形状的复杂效应提供了参考。这在第二部分(另一篇文章)中进行了阐述,我们展示了模型C中离子的平面形状如何给(C_d(U))曲线以及极化机制带来新的特征。

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