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PRESSURE DROP IN MICROCHANNELS FILLED WITH POROUS MEDIA

机译:填充多孔介质的微通道中的压降

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The pressure drop in microchannels filled with porous media formed by square arrays of cylinders (micro-porous channels) is investigated. Combining the Brinkman equation and the existing models for permeability of regular arrays of cylinders, the pressure drop in the considered micro-porous channels is calculated theoretically. Soft lithography method is used to fabricate several Polydimethylsiloxane (PDMS) microporous-channels with porosities in the range of 0.35 to 0.95, fiber diameters varying from 50 to 400 pan, and channel depth of approximately 100 μm. Distilled water is pushed through the samples using a syringe pump with steady flow rate and the resulting pressure drops are measured for several flow rates. The developed model captures the trends of experimental data for all of the samples. Our analysis indicates that a competing behaviour exists between the permeability and the channels dimensions for controlling the pressure drop. Therefore, the Darcy number should be used to determine the dominating parameter.
机译:研究了由圆柱体的方形阵列形成的充满多孔介质的微通道中的压降(微孔通道)。结合Brinkman方程和规则圆柱阵列渗透性的现有模型,可以从理论上计算出所考虑的微孔通道中的压降。软光刻方法用于制造孔隙率范围为0.35至0.95,纤维直径为50至400 pan和通道深度约为100μm的多个聚二甲基硅氧烷(PDMS)微孔通道。使用注射泵以稳定的流速将蒸馏水推入样品,并测量几种流速下的压降。开发的模型可以捕获所有样品的实验数据趋势。我们的分析表明,在渗透率和通道尺寸之间存在竞争行为,以控制压降。因此,应使用达西数来确定主导参数。

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