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Numerical Solution of the MHD Reynolds Equation for Squeeze-Film Lubrication between Porous and Rough Rectangular Plates

机译:多孔粗糙矩形板挤压膜润滑mHD雷诺方程的数值解

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摘要

The present theoretical study investigates the effects of surface roughness and couple-stress fluid between two rectangular plates, of which an upper rough plate has a roughness structure and the lower plate has a porous material in the presence of transverse magnetic field. The lubricant in the gap is taken to be a viscous, incompressible, and electrically conducting couple-stress fluid. This gap is separated by a film thickness H which is made up of nominal smooth part and rough part. The modified Reynolds equation in the film region is derived for one-dimensional longitudinal roughness structure and solved numerically using multigrid method. The numerical results for various physical parameters are discussed in terms of pressure distribution, load capacity, and squeeze film time of the bearing surfaces. Our results show that, the pressure distribution, load capacity and squeeze film time are predominant for larger values of Hartman number and roughness parameter, and for smaller values of couple-stress parameters when compared to their corresponding classical cases.
机译:目前的理论研究研究了两个矩形板之间的表面粗糙度和耦合应力流体的影响,其中两个上矩形板在横向磁场存在下具有粗糙结构,而下板则具有多孔材料。间隙中的润滑剂被认为是粘性,不可压缩且导电的耦合应力流体。该间隙被由名义上的光滑部分和粗糙部分组成的膜厚H分开。对于一维纵向粗糙度结构,推导了薄膜区域中的修正雷诺方程,并使用多重网格方法对其进行了数值求解。讨论了各种物理参数的数值结果,包括压力分布,承载能力和轴承表面的挤压膜时间。我们的结果表明,与相应的经典情况相比,压力分布,负载能力和挤压膜时间主要是较大的Hartman数和粗糙度参数值,以及较小的耦合应力参数值。

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