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NOVEL BOUNDARY CONDITION IMPLEMENTATION TO MODEL ELECTROOSMOTIC PHENOMENON IN MICROCHANNELS

机译:微通道中模型电渗现象的新边界条件实现

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This Paper presents simulation of Electroosmotic phenomenon in a capillary using an extended hybrid finite-volume-element method. Most of the last electroosmotic phenomenon studies in microchannels do not take into consideration the effect of reservoirs and pressure drops occurred at the inlet and outlet of the microchannel. This neglect may lead to a few drawbacks. For example, the incorrect pressure drops can significantly alter the flow patterns and mass flow rates in microchannels. As a remedy the use of reservoirs at the two ends of a microchannel has been recently practiced as a novel strategy to overcome this drawback. However, this remedy needs careful attention because the resulting solutions need to be independent of the reservoirs' sizes. In this paper, we introduce a novel geometry and new boundary conditions, which resolves the difficulties encountered with inserting the reservoirs at the two ends of a microchannel. The results of applying the new geometry and implementing the new boundary conditions are satisfactory. Therefore, using the outcomes of this paper, the real simulation of electroosmotic field is possible.
机译:本文介绍了使用延长的混合有限体积元素法在毛细管中的电渗现象模拟。微通道中的大部分电渗现象都没有考虑到储层的效果和压力下降发生在微通道的入口和出口。这种疏忽可能导致一些缺点。例如,不正确的压降可以显着改变微通道中的流动模式和质量流速。作为补救措施,最近将在微通道的两端使用水库作为一种克服这一缺点的新策略。然而,这种补救措施需要仔细关注,因为所产生的解决方案需要独立于储层的尺寸。在本文中,我们介绍了一种新的几何形状和新的边界条件,其解决了在微通道的两端插入储存器时遇到的困难。应用新几何和实施新边界条件的结果令人满意。因此,使用本文的结果,可以实现电渗场的实际模拟。

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