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电流变流体的电渗

Electro-osmosis of electrorheological fluids.

作者信息

Dhar Jayabrata, Bandopadhyay Aditya, Chakraborty Suman

机构信息

Department of Mechanical Engineering, Indian Institute of Technology Kharagpur, Kharagpur, India 721302.

Advanced Technology Development Center, Indian Institute of Technology Kharagpur, Kharagpur, India 721302.

出版信息

Phys Rev E Stat Nonlin Soft Matter Phys. 2013 Nov;88(5):053001. doi: 10.1103/PhysRevE.88.053001. Epub 2013 Nov 4.

Abstract

Electrorheological fluids are suspensions that are characterized by a strong functional dependence of the constitutive behavior of the fluids on the electric field. In this work, we consider electro-osmosis of an electrorheological fluid through a channel where a transverse, nonuniform electric field is spontaneously induced due to the presence of an electric double layer that is manifested due to surface charge density at the channel wall. We reveal a nonlinear interplay between the applied electric field, the induced electric field, and the observed flow profiles, which is fundamentally distinctive from other types of nonlinear electrokinetic effects that have been extensively discussed in the literature, in a sense that here an interaction between the applied electric field, the induced electric field, and the dependence of the rheology on the resultant electric field happens to be the focal source of nonlinearity in the observed phenomena. We analyze the electro-osmotic flow control through the exploitation of a combined nonlinear interplay of the driving electrokinetic forces and the resistive viscous interactions, which gives rise to distinctive flow regimes as compared to those realized in cases of either Newtonian fluids or non-Newtonian fluids having electric-field-independent flow rheology.

摘要

电流变流体是一种悬浮液,其特征在于流体本构行为对电场具有强烈的功能依赖性。在这项工作中,我们考虑电流变流体通过通道的电渗作用,在该通道中,由于通道壁表面电荷密度导致的电双层的存在,会自发产生横向非均匀电场。我们揭示了外加电场、感应电场和观测到的流动剖面之间的非线性相互作用,从根本上讲,这与文献中广泛讨论的其他类型的非线性电动效应不同,因为在这里,外加电场、感应电场以及流变学对合成电场的依赖性之间的相互作用恰好是观测现象中非线性的焦点来源。我们通过利用驱动电动力和粘性阻力相互作用的组合非线性相互作用来分析电渗流控制,与牛顿流体或流变学与电场无关的非牛顿流体的情况相比,这会产生独特的流动状态。

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