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Reynolds and prandtl numbers effects on mhd mixed convection in a lid-driven cavity along with joule heating and a centered heat conducting circular block

机译:雷诺数和普朗特数对焦耳加热和定心导热圆形块对盖驱动腔体中混合热对流的影响

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摘要

The fluid flows and heat transfer induced by the combined effects of mechanically driven lid and buoyancy force within a rectangular cavity is investigated in this paper numerically. The horizontal walls of the enclosure are insulted while the right vertical wall is maintained at a uniform temperature higher than the left vertical wall. In addition, it contains a heat conducting horizontal circular block in its centre. The governing equations for the problem are first transformed into a non-dimensional form and the resulting nonlinear system of partial differential equations are solved by using the finite element formulation based on the Galerkin method of weighted residuals. The analysis is conducted by observing the variations of streamlines and isotherms for different Reynolds number and Prandtl number ranging from 50 to 200 and from 0.071 to 3.0 respectively. The results indicated that both the streamlines and isotherms strongly depend on the Reynolds number and Prandtl number. Moreover, the results of this investigation are also illustrated by the variations of average Nusselt number on the heated surface and average fluid temperature in the enclosure.
机译:本文对矩形腔内机械驱动的盖子和浮力共同作用引起的流体流动和传热进行了数值研究。当右垂直壁保持在比左垂直壁高的均匀温度下时,机柜的水平壁受到侮辱。另外,它的中央有一个导热的水平圆形块。首先将问题的控制方程转换为无量纲形式,然后使用基于加权残差的Galerkin方法的有限元公式来求解所得的偏微分方程非线性系统。通过观察流线和等温线的变化来进行分析,其中雷诺数和普朗特数分别在50到200和0.071到3.0之间变化。结果表明,流线和等温线都强烈取决于雷诺数和普朗特数。此外,该调查的结果还通过加热表面的平均努塞尔数和外壳中的平均流体温度的变化来说明。

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