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Flows in slip-patterned micro-channels using boundary element methods

机译:使用边界元方法的滑模微通道中的流动

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In this study we investigate steady, pressure-driven, two-dimensional flow of Newtonian fluid through slip-patterned, rectangular channels in the low Reynolds number limit. The slip flow regime is modeled using the Navier's slip boundary condition. In this work, we present only in-phase patterned slip. Subsequently, based on the characteristic length of the patterning, we have considered two subcases, namely large and fine patterned slip. Boundary element method (BEM) is used to numerically solve Stokes equation and obtain the streamline profiles. Streamlines, velocity profiles, pressure gradients, and shear stresses are analyzed to gain a proper understanding of the flow mechanics.
机译:在这项研究中,我们研究了在低雷诺数极限条件下,通过滑动型矩形通道的稳定,压力驱动的二维牛顿流体流动。滑流状态是使用Navier的滑移边界条件建模的。在这项工作中,我们仅呈现同相图案化滑移。随后,基于图案的特征长度,我们考虑了两个子情况,即大的和精细的图案滑移。使用边界元方法(BEM)对Stokes方程进行数值求解,并获得流线轮廓。分析流线,速度曲线,压力梯度和切应力,以对流动力学有一个适当的了解。

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