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Simulation of Viscous Dissipation on Forced Convection Heat Transfer In Porous Medium

机译:多孔介质中强制对流热传递粘性耗散的仿真

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Based on Darcy-Brinkman-Forchheimer flow model, this study analyzed the viscous dissipation effect on the forced, fully developed convection heat transfer in the flat channel filled with saturated porous medium of power-law fluid. Moreover, it derived the dimensionless calculation formulas for the axial velocity distribution and temperature distribution. Then the dimensionless formulas were numerically simulated by using classical Runge-Kutta method under constant heat flux boundary condition. The simulation results show that the dimensionless temperature distribution were affected greatly by Brinkman Number Br, Darcy number Da, Integrated Inertial Parameter F, and power-law index n.
机译:该研究基于达西 - 布兰克曼 - 前纤维模型,分析了对填充饱和多孔介质的稳压,扁平通道中粘性耗散效果对强制,完全发育的对流传热。此外,它导出了轴向速度分布和温度分布的无量纲计算公式。然后通过在恒定热通量边界条件下使用经典的跳动-Kutta方法来数值模拟无量纲公式。仿真结果表明,Brinkman号Br,Darcy Da,集成惯性参数F和电力法指数N大大影响了无量纲温度分布。

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