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Numerical study of magneto-hydrodynamic (MHD) mixed convection flow in a lid-driven triangular cavity

机译:盖驱动三角腔中磁流体动力(MHD)混合对流的数值研究

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In the present paper, the effect of magneto-hydrodynamic (MHD) on mixed convection flow within a lid-driven triangular cavity has been numerically investigated. The bottom wall of the cavity is considered as heated. Besides, the left and the inclined wall of the triangular cavity are assumed to be cool and adiabatic. The cooled wall of the cavity is moving up in the vertical direction. The developed mathematical model is governed by the coupled equations of continuity, momentum and energy to determine the fluid flow and heat transfer characteristics in the cavity as a function of Rayleigh number, Hartmann number and the cavity aspect ratio. The present numerical procedure adopted in this investigation yields consistent performance over a wide range of parameters Rayleigh number Ra (103-104), Prandtl number Pr (0.7 - 3) and Hartmann number Ha (5 - 50). The numerical results are presented in terms of stream functions, temperature profile and Nussult numbers. It is found that the streamlines, isotherms, average Nusselt number, average fluid bulk temperature and dimensionless temperature in the cavity strongly depend on the Rayleigh number, Hartmann number and Prandtl number.
机译:在本文中,数值研究了磁流体动力学(MHD)对盖驱动三角腔内混合对流的影响。空腔的底壁被认为是加热的。此外,假定三角形空腔的左壁和倾斜壁是绝热的。空腔的冷却壁在垂直方向上向上移动。所建立的数学模型由连续性,动量和能量的耦合方程式控制,以确定腔中的流体流动和传热特性,这些特性是瑞利数,哈特曼数和腔纵横比的函数。在这项研究中采用的当前数值程序在广泛的参数瑞利数Ra(103-104),普朗特数Pr(0.7-3)和Hartmann数Ha(5-50)上产生一致的性能。数值结果以流函数,温度曲线和Nussult数表示。发现流线,等温线,平均努塞尔数,平均流体体积温度和空腔中的无量纲温度在很大程度上取决于瑞利数,哈特曼数和普朗特数。

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