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Unsteady magnetohydrodynamic mixed convection flow with heat and mass transfer over a horizontal circular cylinder embedded in a porous medium

机译:埋在多孔介质中的水平圆柱体上具有传热传质的非定常磁流体动力混合对流

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The objective of the present study is to investigate the effect of flow parameters on the mixed convection heat and mass transfer of an unsteady magnetohydrodynamic flow of an electrically conducting, viscous, and incompressible fluid over a horizontal circular cylinder embedded in porous medium, considering effects of chemical reaction and heat source/sink, by taking into account viscous dissipation. The present magnetic field is homogenous and perpendicular to the body surface. Magnetic Reynolds number is significantly lower than one i. e. considered the problem is in approximation without induction. The governing non-linear partial differential equations and associated boundary conditions are made dimensionless using a suitable similarity transformation and similarity parameters. System of non-dimensionless equations are solved numerically by implicit finite difference three-diagonal and iteration method. Numerical results obtained for different values of porous medium, magnetic, diffusion and temperature parameters, buoyancy diffusion parameter and thermal parameter and for different values Prandtl, Echart, and Schmidt numbers. Variation of velocity, temperature and concentration and many integral and differential characteristics boundary layer are discussed and shown graphically.
机译:本研究的目的是研究流动参数对埋入多孔介质中的水平圆柱体上的导电,粘性和不可压缩流体的非稳态磁流体流的混合对流传热和传质的影响,并考虑到通过考虑粘性耗散来进行化学反应和散热。当前磁场是均匀的并且垂直于身体表面。磁雷诺数明显低于1 i。 e。认为这个问题是近似的,没有归纳法。使用合适的相似度变换和相似度参数,可以使控制非线性偏微分方程和相关的边界条件无量纲。通过隐式有限差分三对角线和迭代法对无量纲方程组进行数值求解。对于不同值的多孔介质,磁,扩散和温度参数,浮力扩散参数和热参数以及不同的Prandtl,Echart和Schmidt值,获得了数值结果。讨论并显示了速度,温度和浓度的变化以及许多积分和微分特性边界层。

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