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Unsteady simulations of mixed convection heat transfer in a 3D closed lid-driven cavity

机译:3D封闭盖驱动腔中混合对流传热的非稳态模拟

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Unsteady mixed convection heat transfer in a 3D closed cavity with constant heat flux on the centre part of the bottom wall and isothermal sidewalls moving in the same vertical direction is investigated numerically in this research. The other remaining walls forming the geometry are kept stationary and adiabatic. This research is accomplished with different Reynolds number, Re = 5000, 10,000, 15,000 and 30,000. Numerical methodology based on the finite volume method is utilised. The simulations and analysis have been carried out by evaluating the performance of two turbulence methods, Unsteady Reynolds-Averaged Navier-Stokes (URANS) and Large Eddy Simulation (LES), in terms of flow vectors, isotherm contours, turbulent kinetic energy, the average Nusselt number (Nu_(av)) and the local Nusselt (Nu_(local)) number along the hot part of the bottom wall. The results show that by increasing the Reynolds number leads to enhanced Nusselt number and turbulent kinetic energy of the fluid in the domain. Moreover, both LES and URANS solutions captured the existence of the two primary vortexes (clockwise and anticlockwise). However, the comparisons have demonstrated clearly the ability and accuracy of the LES method in predicting the secondary vortexes in the corners of the cavity.
机译:在数值研究中,对3D封闭腔中具有恒定热通量的底壁中心部分和等温侧壁沿相同垂直方向移动的非稳态混合对流换热进行了数值研究。形成几何形状的其他其余壁保持固定且绝热。这项研究是通过不同的雷诺数完成的,Re = 5000、10,000、15,000和30,000。利用了基于有限体积法的数值方法。通过评估两种湍流方法(非稳态雷诺平均纳维-斯托克斯(URANS)和大涡模拟(LES))的性能,进行了仿真和分析,这些方法涉及流动矢量,等温线轮廓,湍动能,平均值沿底壁热部分的Nusselt编号(Nu_(av))和本地Nusselt编号(Nu_(local))。结果表明,通过增加雷诺数会导致域中流体的Nusselt数和湍流动能增加。此外,LES和URANS解决方案都捕获了两个主要涡旋(顺时针和逆时针)的存在。然而,这些比较清楚地证明了LES方法在预测腔体拐角处的二次涡流方面的能力和准确性。

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