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Effects of thermal radiation and magnetohydrodynamics on Ree-Eyring fluid flows through porous medium with slip boundary conditions

机译:热辐射和磁流体动力学对具有滑移边界条件的里尔-艾里流体在多孔介质中流动的影响

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Purpose - The purpose of this paper is to investigate the three fundamental flows (namely, both the plates moving in opposite directions, the lower plate is moving and other is at rest, and both the plates moving in the direction of flow) of the Ree-Eyring fluid between infinitely parallel plates with the effects of magnetic field, porous medium, heat transfer, radiation and slip boundary conditions. Moreover, the intention of the study is to examine the effect of different physical parameters on the fluid flow. Design/methodology/approach - The mathematical modeling is performed on the basis of law of conservation of mass, momentum and energy equation. The modeling of the present problem is considered in Cartesian coordinate system. The governing equations are non-dimensionalized using appropriate dimensionless quantities in all the mentioned cases. The closed-form solutions are presented for the velocity and temperature profiles. Findings - The graphical results are presented for the velocity and temperature distributions with the pertinent parameters of interest. It is observed from the present results that the velocity is a decreasing function of Hartmann number. Temperature increases with the increase of Ree-Eyring fluid parameter, radiation parameter and temperature slip parameter. Originality/value - First time in the literature, the authors obtained closed-form solutions for the fundamental flows of Ree-Erying fluid between infinitely parallel plates with the effects of magnetic field, porous medium, heat transfer, radiation and slip boundary conditions. Moreover, the results of this paper are new and original.
机译:目的-本文的目的是研究Ree的三个基本流动(即,两个板块都沿相反的方向运动,下部板块正在运动而另一个处于静止状态,并且两个板块都沿流动方向运动) -在磁场,多孔介质,传热,辐射和滑动边界条件的影响下,在无限平行板之间注油。此外,该研究的目的是检验不同物理参数对流体流动的影响。设计/方法/方法-根据质量守恒定律,动量守恒定律和能量方程进行数学建模。在笛卡尔坐标系中考虑当前问题的建模。在所有提到的情况下,使用适当的无量纲量对控制方程进行无量纲化。给出了速度和温度曲线的闭式解。结果-给出了速度和温度分布以及相关参数的图形结果。从目前的结果可以看出,速度是哈特曼数的递减函数。温度随着Ree-Eyring流体参数,辐射参数和温度滑移参数的增加而增加。独创性/价值-首次在文献中,作者获得了Ree-Erying流体在无限平行板之间的基本流动的闭合形式解,并受到了磁场,多孔介质,传热,辐射和滑移边界条件的影响。而且,本文的结果是新颖的和新颖的。

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