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MHD viscoelastic fluid non-Darcy flow over a vertical cone and a flat plate

机译:垂直锥和平板上的MHD粘弹性流体非达西流动

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摘要

A study has been carried out to analyze the double dispersion effects on unsteady, free convective, chemically reacting, MHD viscoelastic fluid (Walters liquid-B model) flow over a vertical cone and a flat plate saturated with non-Darcy porous medium in the presence of Soret and Dufour effects. The constitutive equations for the boundary layer regime are solved by an efficient finite difference scheme of the Crank-Nicolson type. The features of the fluid heat and mass transfer characteristics are analyzed by plotting graphs and the physical aspects are discussed in detail to interpret the effect of significant parameters of the problem. The overall heat and mass transfer profiles are enhanced for increasing the thermal and solutal dispersion effects, respectively. The results indicate that the Soret and Dufour effects have considerable effect on the viscoelastic fluid flow through non-Darcy porous medium.
机译:已经进行了一项研究,以分析存在不饱和,自由对流,化学反应的MHD粘弹性流体(Walters液体B模型)在垂直圆锥体和非达西多孔介质饱和的平板上的双重扩散效应。 Soret和Dufour效果。边界层状态的本构方程通过有效的Crank-Nicolson型有限差分方案求解。通过绘制图表分析流体的传热和传质特性,并详细讨论了物理方面,以解释问题的重要参数的影响。整体的传热和传质特性得到增强,分别提高了热和溶液的分散效果。结果表明,Soret和Dufour效应对流经非达西多孔介质的粘弹性流体具有相当大的影响。

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