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Flow of Micropolar–Newtonian Fluids through the Composite Porous Layered Channel with Movable Interfaces

机译:微极性牛顿流体流经带活动界面的复合多孔层状通道

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In this work, we have discussed the effect of width of the layers on the micropolar–Newtonian fluid flow through the porouslayered rectangular pipe. The mathematical model of our problem represents the sandwiching of non-Newtonian fluid betweenthe Newtonian fluid layers. The horizontal porous channel is divided into three porous layers with different permeabilities,and the problem is modeled in such a way that the width of each layer can be varied. The flow in the respective porous regiontook place due to the constant pressure gradient along the direction of the flow. Brinkman equation has been used for thefluids flowing through the porous medium. The problem is solved analytically, and the expressions for the flow velocity,volumetric flow rate and shearing stresses at the walls of the horizontal plates are obtained in the closed form. The impactof width of the middle porous layer is seen on the mean flow velocity, velocity profile, interfacial velocities and interfacialshear stresses. The present work has a setup that will be useful in oil recovery process, filtration of the contaminated groundwater and some medical purposes.
机译:在这项工作中,我们讨论了层的宽度对微极性-牛顿流体通过多孔层矩形管的流动的影响。我们的问题的数学模型表示非牛顿流体夹在牛顿流体层之间。水平多孔通道被分成具有不同渗透率的三个多孔层,并且以可以改变每层宽度的方式对问题进行建模。由于沿着流动方向的恒定压力梯度,在各个多孔区域中的流动发生了位置。 Brinkman方程已用于流经多孔介质的流体。通过分析解决了该问题,并以封闭形式获得了水平板壁处的流速,体积流量和剪切应力的表达式。可以看出中间多孔层的宽度对平均流速,速度分布,界面速度和界面剪切应力的影响。目前的工作具有可用于石油采收,过滤受污染的地下水和某些医疗目的的设置。

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