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首页> 外文期刊>Applied mathematics and computation >Effect of inclined magnetic field on magneto fluid flow through a porous medium between two inclined wavy porous plates (numerical study)
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Effect of inclined magnetic field on magneto fluid flow through a porous medium between two inclined wavy porous plates (numerical study)

机译：倾斜磁场对磁流体流过两个倾斜波浪形多孔板之间的多孔介质的影响（数值研究）

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摘要

In this paper, the problem of an incompressible viscous fluid moving through a porous medium (Brinkmain model) between two inclined wavy porous plates under the effects of a constant inclined magnetic field that makes an angle with the vertical axis and constant suction (or injection) is studied numerically by a method related to that of Takabatake-Ayukawa in 1982. The present approach is not restricted by any of the parameters appearing in the problem such as Reynolds number, Froude number, magnetic parameter, suction (or injection) parameter, permeability parameter, wave number and amplitude ratio. The effects of the above variable parameters on the velocity, stream function and pressure gradient profiles have been studied. Moreover, the effect of varying the Froude number and the inclined angle on the pressure gradient and pressure rise is studied. (C) 2002 Elsevier Science Inc. All rights reserved. [References: 9]
机译：在本文中，不可压缩的粘性流体在恒定倾斜磁场（与垂直轴成一定角度）和恒定吸力（或注入）的作用下，通过两个倾斜的波浪形多孔板之间的多孔介质（Brinkmain模型）流动的问题通过与Takabatake-Ayukawa在1982年有关的方法进行了数值研究。本方法不受问题中出现的任何参数的限制，例如雷诺数，弗洛德数，磁参数，吸力（或注入）参数，磁导率参数，波数和振幅比。研究了上述可变参数对速度，流函数和压力梯度分布的影响。此外，研究了改变弗洛德数和倾斜角对压力梯度和压力上升的影响。 （C）2002 Elsevier Science Inc.保留所有权利。 [参考：9]

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