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首页> 外文期刊>Physical review, E. Statistical physics, plasmas, fluids, and related interdisciplinary topics >Fluid flow induced by nonuniform ac electric fields in electrolytes on microelectrodes. III. Observation of streamlines and numerical simulation - art. no. 026305
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Fluid flow induced by nonuniform ac electric fields in electrolytes on microelectrodes. III. Observation of streamlines and numerical simulation - art. no. 026305

机译:微电极上电解质中不均匀的交流电场引起的流体流动。三,观察流线和数值模拟-艺术。没有。 026305

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摘要

The application of a nonuniform ac electric field to an electrolyte using coplanar microelectrodes results in steady fluid flow. The flow has its origin in the interaction of the tangential component of the nonuniform field with the induced charge in the electrical double layer on the electrode surfaces. Termed ac electro-osmosis, the flow has been studied experimentally and theoretically using linear analysis. This paper presents experimental observations of the fluid flow profile obtained by superimposing images of particle movement in a plane normal to the electrode surface. These experimental streamlines demonstrate that the fluid flow is driven at the surface of the electrodes. Experimental measurements of the impedance of the electrical double layer on the electrodes are also presented. The potential drop across the double layer at the surface of the electrodes is calculated numerically using a linear double layer model, and also using the impedance of the double layer obtained from experimental data. The ac electro-osmotic flow at the surface of the electrodes is then calculated using the Helmholtz-Smoluchowski formula. The bulk fluid flow driven by this surface velocity is numerically calculated as a function of frequency and good agreement is found between the numerical and experimental streamlines. [References: 29]
机译:使用共面微电极对电解质施加不均匀的交流电场会导致稳定的流体流动。流动的起因是非均匀电场的切向分量与电极表面双电层中感应电荷的相互作用。所谓的交流电渗流,已通过线性分析在实验和理论上进行了研究。本文介绍了通过叠加垂直于电极表面的平面中的粒子运动图像而获得的流体流动轮廓的实验观察结果。这些实验流线表明,流体流动是在电极表面驱动的。还介绍了电极上双电层阻抗的实验测量值。使用线性双层模型以及使用从实验数据获得的双层的阻抗,通过数值计算在电极表面上的双层上的电势降。然后使用Helmholtz-Smoluchowski公式计算电极表面的交流电渗流。由该表面速度驱动的总体流体流是作为频率的函数进行数值计算的,并且在数值流线和实验流线之间找到了很好的一致性。 [参考:29]

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