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The renormalized jellium model for spherical and cylindrical colloids

机译:球形和圆柱形胶体的归一化凝胶模型

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Starting from a mean-field description for a dispersion of highly charged spherical or (parallel) rodlike colloids, we introduce the simplification of a homogeneous background to include the contribution of other polyions to the static field created by a tagged polyion. The charge of this background is self-consistently renormalized to coincide with the polyion effective charge, the latter quantity thereby exhibiting a nontrivial density dependence, which directly enters into the equation of state through a simple analytical expression. The good agreement observed between the pressures calculated using the renormalized jellium and Monte Carlo simulations confirms the relevance of the renormalized jellium model for theoretical and experimental purposes and provides an alternative to the Poisson-Boltzmann cell model since it is free of some of the intrinsic limitations of this approach.
机译:从对高电荷球形或(平行)棒状胶体的分散体的均值场描述开始,我们介绍了均质背景的简化,以包括其他聚离子对标记聚离子创建的静电场的贡献。该背景电荷自重一致地归一化以与聚离子有效电荷一致,后者的电荷量因此表现出非平凡的密度依赖性,其通过简单的解析表达式直接进入状态方程。使用重归一化的jellium计算的压力与蒙特卡洛模拟之间观察到的良好一致性证实了重归一化的jellium模型在理论和实验目的上的相关性,并为Poisson-Boltzmann细胞模型提供了另一种选择,因为它没有某些固有的局限性这种方法。

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