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Finite element analysis of heat generation/absorption of viscous dissipation effects on MHD Casson fluid flow over exponentially accelerated temperature with ramped surface concentration

机译:具有斜坡表面浓度的MHD Casson流体流动对粘性阳痿效应的发热/吸收粘性耗散效应的有限元分析

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This paper studies the effects of viscous dissipation, chemical reaction and heat generation/absorption on unsteady MHD Casson fluid flow over an exponentially accelerated vertical plate embedded in a porous medium with ramped wall temperature and ramped surface concentration. By introducing the similarity variables, the dimensional governing equations are converted to non-dimensional form and solved numerically by using the Galerkin Finite Element Method and expressions for velocity, temperature and concentration profiles are obtained. The change of velocity, temperature and concentration profiles effected by the parameters such as Prandtl number(Pr), Casson parameter (γ), permeability parameter (k), Schmidt number (Sc), Grashof number (Gr, Gm), chemical reaction parameter R', heat generation/absorption (H), Eckert number (Ec). The obtained results are presented graphically and discussed quantitatively.
机译:本文研究了粘性耗散,化学反应和发热/吸收对不稳定的MHD Casson流体在嵌入在多孔介质中的指数加速垂直板上流动的影响,其具有斜坡介质和斜坡表面浓度。 通过引入相似变量,尺寸控制方程被转换为非尺寸形式,并通过使用Galerkin有限元方法和用于速度的表达式来解决,获得速度,温度和浓度谱。 由Prandtl数(PR),Casson参数(γ),渗透性参数(k),施密度(GR,GM),化学反应参数,化学反应参数(GR,GM),化学反应参数而实现的参数,温度和浓度分布的变化 R',发热/吸收(H),Eckert号(EC)。 所得结果以图形方式呈现并定量讨论。

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