浸没边界法电渗透流动的计算模拟

C. Saleel, A. Shaija, S. Jayaraj
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引用次数: 0

摘要

过去已经讨论了几种微通道中的流体运动技术,最近的技术是通过对封闭在微通道中的流体施加电场(即电渗透流)。浸入边界法(IBM)是一种处理计算域中具有复杂或简单边界的物体的方法,它不一定要符合笛卡尔网格。本研究是基于IBM的二维瞬态电渗透流动的数值研究,在微通道中填充矩形块以收缩流动,最终目标是短混合通道。导致双电层(EDL)形成的电渗透电位由泊松-玻尔兹曼方程控制,用PSOR方法求解。与此方程相关的双曲非线性被泰勒级数展开(忽略高阶项)适当地解决了。电渗透流由浸渍有质量的连续性方程控制。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Computational Simulation of Electroosmotic Flow Using Immersed Boundary Method
Several fluid movement techniques in microchannel have been discussed in the past, the most recent technique is by applying an electric field to a fluid enclosed in a microchannel (viz electroosmotic flow). An immersed boundary method (IBM) is a methodology to deal with a body in the computational domain having complex or simple boundary which does not necessarily have to conform a Cartesian grid. The present study is an IBM based numerical investigation of two-dimensional transient electroosmotic flows in a microchannel populated with rectangular blocks to constrict the flow which eventually aims a short mixing channel. Electroosmotic potential, leads to the formation of Electrical Double Layer (EDL), is governed by Poisson-Boltzmann equation and is solved by PSOR method. The hyperbolic non-linearity associated with this equation is suitably tackled by the Taylor series expansion (neglecting the higher order terms). The electroosmotic flow is governed by the continuity equation impregnated with a mass so...
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