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A Finite Element Analysis on MHD Free Convection Flow in Open Square Cavity Containing Heated Circular Cylinder

机译:含加热圆柱的方腔中MHD自由对流的有限元分析

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The problem of Magnetohydrodynamic (MHD) free convection heat transfer in a square open cavity containing a heated circular cylinder at the centre has been investigated in this work. As boundary conditions of the cavity, the left vertical wall is kept at a constant heat flux, bottom and top walls are kept at different high and low temperature respectively. The remaining side wall is open. Finite element analysis based on Galerkin weighted Residual approach is used to visualize the temperature distribution and fluid flow solving two-dimensional governing mass, momentum and energy equations for steady state, natural convection flow in presence of magnetic field in side an open square cavity. A uniformly heated circular cylinder is located at the centre of the cavity. The object of this study is to describe the effects of MHD on the thermal fields and flow in presence of such heated circular cylinder by visualization of graph. The investigations are conducted for different values of Rayleigh number (Ra) and Hartmann number (Ha). The results show that the temperature field and flow pattern are significantly dependent on the above mentioned parameters.
机译:在这项工作中,已经研究了在中心装有加热的圆柱体的方形开放腔中的磁流体动力学(MHD)自由对流换热问题。作为空腔的边界条件,左垂直壁保持恒定的热通量,底壁和顶壁分别保持不同的高温和低温。剩余的侧壁是开放的。使用基于Galerkin加权残差法的有限元分析来可视化温度分布和流体流动,以求解二维控制质量,动量和能量方程,以了解开方腔中存在磁场的稳态,自然对流。均匀加热的圆柱体位于空腔的中心。这项研究的目的是通过图表的可视化描述MHD对存在这种加热圆柱体的热场和流动的影响。针对瑞利数(Ra)和哈特曼数(Ha)的不同值进行了研究。结果表明,温度场和流型显着取决于上述参数。

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