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首页> 外文期刊>Journal of Molecular Liquids >Numerical simulation of MHD mixed convection in alumina-water nanofluid filled square porous cavity using KKL model: Effects of non-linear thermal radiation and inclined magnetic field
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Numerical simulation of MHD mixed convection in alumina-water nanofluid filled square porous cavity using KKL model: Effects of non-linear thermal radiation and inclined magnetic field

机译:使用KKL模型的氧化铝 - 水纳米流体填充方形多孔腔MHD混合对流的数值模拟:非线性热辐射倾斜磁场的影响

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This study examines the influence of non-linear thermal radiation and inclined magnetic field on mixed convection in a square porous cavity. Here, the cavity is saturated with alumina-water nanofluid. Darcy-Brinkman-Forchheimer-extended model has been adopted to formulate governing differential equations. After transforming equations to dimensionless form, these are solved by utilizing weighted residual Galerkin finite element method. Latest Koo-Kleinstreuer-Lee (KKL) model is employed for the evaluation of effective thermal conductivity and dynamic viscosity of nanofluid. Effect of pertinent parameters in specific ranges such as Richardson number (0.01 <= Ri <= 100), radiation parameter (0 <= Rd <= 5), temperature ratio parameter (1.1 <= Nr <= 1.4), inclined magnetic field parameter (0 degrees <= gamma <= 90 degrees), Darcy number (10(-6) <= Da <= 10(-3)), porosity parameter (0.2 <= epsilon <= 0.8) and volume fraction of solid particles (0 <= phi <= 0.04) has been studied and presented in the form of streamlines, isotherms and plots. Moreover, kinetic energy and average temperature have also been taken into account for better understanding the flow philosophy. It is found that radiation parameter, temperature ratio parameter, Darcy number and porosity parameter augment heat transfer, kinetic energy and average temperature while inclined magnetic field parameter in selected aforementioned range declines heat transfer due to hot bottom wall. (C) 2017 Elsevier B.V. All rights reserved.
机译:本研究探讨了非线性热辐射和倾斜磁场对方形多孔腔混合对流的影响。这里,腔用氧化铝 - 水纳米流体饱和。已经采用达西 - 布兰克曼 - 前欣考尔延伸模型来制定控制微分方程。在将方程转换为无量纲形式之后,通过利用加权残留的Galerkin有限元方法来解决这些。最新的Koo-Kleinstreuer-Lee(KKL)模型用于评估纳米流体的有效导热性和动态粘度。特定范围内相关参数的影响,如Richardson号(0.01 <= RI <= 100),辐射参数(0 <= RD <= 5),温度比参数(1.1 <= NR <= 1.4),倾斜磁场参数(0度<=γ<= 90度),达到数量(10(-6)<= DA <= 10(-3)),孔隙度参数(0.2 <=ε<= 0.8)和固体颗粒的体积分数(已经研究了0 <= PHI <= 0.04),并以流线,等温线和图的形式提出。此外,还考虑了动能和平均温度,以便更好地理解流动哲学。发现辐射参数,温度比参数,达西数和孔隙度参数增强传热,动能和平均温度,而在所选择的上述范围内的倾斜磁场参数的同时,由于热底壁而下降热传递。 (c)2017年Elsevier B.V.保留所有权利。

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