首页> 外文期刊>Letters in heat and mass transfer >Thermophoresis, Brownian motion and non-linear thermal radiation effects on mixed convection MHD micropolar fluid flow due to nonlinear stretched sheet in porous medium with viscous dissipation, joule heating and convective boundary condition
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Thermophoresis, Brownian motion and non-linear thermal radiation effects on mixed convection MHD micropolar fluid flow due to nonlinear stretched sheet in porous medium with viscous dissipation, joule heating and convective boundary condition

机译:在粘性粘性耗散,焦耳加热和对流边界条件下的多孔介质中,非线性拉伸片引起的热泳,布朗运动和非线性热辐射对混合对流MHD微极性流体的影响

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摘要

The present paper addresses mixed convection micropolar fluid flow in porous medium with uniform magnetic field towards nonlinear stretched surface. Analysis is carried out in the presence of viscous dissipation, Joule heating and convective boundary condition. Characteristics of heat and mass transfer are analyzed with thermophoresis, Brownian motion, non-linear thermal radiation and chemical reaction. The governing dimensional non-linear system of partial differential equations are converted into dimensionless expressions using similarity transformations. Homotopy analysis method is employed to solved the dimensionless equations and obtained the expression of velocity, micro-rotation, temperature and concentration profiles. The positive values of magnetic field M and micropolar fluid parameter K, which leads to improve velocity and spin of the micro-elements in micropolar fluid flow. It is observed that velocity profiles in case of linear stretching sheet is less than that of non-linear stretching sheet. The values of skin-friction coefficient are more for the case of strong concentration compared to the case of weak concentration. Brownian motion and thermophoresis parameter tends to improve rate of heat transfer process. Rate of mass transfer process reduced with chemical reaction parameter.
机译:本文研究了具有均匀磁场的多孔介质中混合对流微极性流体向非线性拉伸表面的流动。在存在粘性耗散,焦耳热和对流边界条件的情况下进行分析。通过热泳,布朗运动,非线性热辐射和化学反应来分析传热和传质的特征。使用相似变换将偏微分方程的控制维非线性系统转换为无量纲表达式。采用同伦分析法求解无量纲方程,得到速度,微旋转,温度和浓度分布的表达式。磁场M和微极性流体参数K的正值可提高微极性流体中微元素的速度和自旋。观察到,线性拉伸片的情况下的速度分布小于非线性拉伸片的速度分布。高浓度时皮肤摩擦系数的值比低浓度时皮肤摩擦系数的值大。布朗运动和热泳参数趋于提高热传递过程的速率。传质过程的速率随化学反应参数而降低。

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