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Spatial variation of permittivity of an electrolyte solution in contact with a charged metal surface: a mini review

机译:与带电金属表面接触的电解质溶液介电常数的空间变化:综述

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摘要

Contact between a charged metal surface and an electrolyte implies a particular ion distribution near the charged surface, i.e. the electrical double layer. In this mini review, different mean-field models of relative (effective) permittivity are described within a simple lattice model, where the orientational ordering of water dipoles in the saturation regime is taken into account. The Langevin-Poisson-Boltzmann (LPB) model of spatial variation of the relative permittivity for point-like ions is described and compared to a more general Langevin-Bikerman (LB) model of spatial variation of permittivity for finite-sized ions. The Bikerman model and the Poisson-Boltzmann model are derived as limiting cases. It is shown that near the charged surface, the relative permittivity decreases due to depletion of water molecules (volume-excluded effect) and orientational ordering of water dipoles (saturation effect). At the end, the LPB and LB models are generalised by also taking into account the cavity field.
机译:带电金属表面与电解质之间的接触意味着在带电表面即双电层附近有特定的离子分布。在这个小型综述中,在简单的晶格模型中描述了相对(有效)介电常数的不同平均场模型,其中考虑了饱和状态下水偶极子的取向顺序。描述了点状离子的相对介电常数的空间变化的Langevin-Poisson-Boltzmann(LPB)模型,并将其与有限尺寸离子的介电常数的空间变化的更通用的Langevin-Bikerman(LB)模型进行了比较。导出了Bikerman模型和Poisson-Boltzmann模型作为极限情况。结果表明,在带电表面附近,相对介电常数由于水分子的耗尽(体积排除效应)和水偶极子的取向排序(饱和效应)而降低。最后,通过考虑型腔场,对LPB和LB模型进行了概括。

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