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Numerical Study on MHD Mixed Convection in a Lid Driven Cavity with a Wavy Top Wall and Rectangular Heaters at the Bottom

机译:用波浪顶壁和底部的矩形加热器在盖子驱动腔中MHD混合对流的数值研究

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A numerical analysis of MHD mixed convection in a lid-driven cavity with a wavy top wall and rectangular heaters at the bottom wall has been carried out in the present study. The lower wall has three rectangular heaters with temperature T_h while the top wall ismaintained partially cold temperature T_c and remaining parts are kept adiabatic. Moreover, both left and right walls are sliding with velocity 5m/s and -5m/s respectively. Two-dimensional Navier-Stokes and energy equationshave been solved by using the Galerkin weighted residual scheme of finite element method. To investigate the effect of Grashof number, Reynolds number, dimensionless height of heaters on the fluid flow and heat transfer characteristics inside the enclosure a set of graphical results has been presented in terms of streamlines, isotherms, temperature, velocity profile and the average Nusselt numbers. A complete study for the effect of Re shows that, the strength of circulation increases with the increase in the value of Re irrespective of Hartmann number and Prandtl number. It is found that those parameters related with geometrical dimension of the heaters affect the temperature distributions, flow fields and heat transfer rate. The method used is validated against with previous works. It was also found that for higher Rayleigh numbers a relatively stronger magnetic field was needed to decrease the heat transfer through mixed convection.
机译:在本研究中,在底壁上进行了用波浪顶壁和矩形加热器在盖子驱动腔中MHD混合对流的数值分析。下墙有三个矩形加热器,温度T_H,而顶壁是部分冷温度T_C和剩余部分保持绝热。此外,左壁都分别与速度5m / s和-5m / s滑动。通过使用有限元方法的Galerkin加权残余方案来解决二维Navier-Stokes和能量方程。为了探讨Grashof数量,雷诺数,加热器的无量纲高度在外壳内的流体流动和传热特性上,一组图形结果已经以精简,等温,温度,速度曲线和平均营养数呈现了一组图形结果。对Re的效果进行了完整的研究,随着Hartmann号和Prandtl号码的RE的增加,循环强度随着RE的增加而增加。发现与加热器的几何尺寸相关的那些参数影响温度分布,流场和传热速率。使用的方法验证了以前的作品。还发现,对于较高的瑞利数,需要通过混合对流来降低传热的相对较强的磁场。

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