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MHD convective stagnation flow of nanofluid over a shrinking surface with thermal radiation, heat generation and chemical reaction

机译:纳米流体的MHD对流停滞流在具有热辐射,生热和化学反应的收缩表面上

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摘要

The present study numerically investigates the phenomena of the steady two-dimensional magnetohydrodynamic(MHD) stagnation-point and heat-mass transfer flow of a nanofluid past a shrinking sheet with the influence of thermal radiation, heat generation and chemical reaction. The effect of Brownian motion and thermophoresis are well-thought-out instantaneously. A similarity solution is presented which depends on the magnetic parameter (M), Grash of number (G), modified Grash of number (G), heat generation parameter (Q), radiation parameter (R), Brownian motion number (N), thermophoresis number (N), Prandtl number (P), Lewis number (L), Chemical reaction parameter (γ) and the ratio of the rate constants of the shrinking velocity to the free stream velocity (α). A shooting technique is employed to solve this similarity model numerically. The results of the present analysis is going to observe the velocity, temperature, concentration, the wall shear stress, the Nusselt number and the Sherwood number at the different situation and dependency of different parameters. A comparative study is also being shown between the previously published results and the present results for the accuracy and interesting findings of the present research.
机译:本研究数值研究了在热辐射,热产生和化学反应的影响下,纳米流体流过收缩片的稳态二维磁流体动力学(MHD)停滞点和热质传递流的现象。布朗运动和热泳的影响是即时考虑的。提出了一种相似性解决方案,该解决方案取决于磁参数(M),数值(G)的Grash,数值(G)的修正Grash,发热参数(Q),辐射参数(R),布朗运动数(N),热泳数(N),普朗特数(P),路易斯数(L),化学反应参数(γ)以及收缩速度与自由流速度的速率常数之比(α)。采用射击技术以数值方式解决该相似性模型。本分析的结果将观察在不同情况和不同参数的依赖性下的速度,温度,浓度,壁切应力,Nusselt数和Sherwood数。为了显示本研究的准确性和有趣的结果,还显示了在先前发表的结果与本结果之间进行的比较研究。

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