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首页> 外文期刊>International Journal of Heat and Mass Transfer >Numerical simulation of mixed convection heat transfer of fluid in a cavity driven by an oscillating lid using lattice Boltzmann method
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Numerical simulation of mixed convection heat transfer of fluid in a cavity driven by an oscillating lid using lattice Boltzmann method

机译:用格子Boltzmann方法对振动盖驱动的腔体中流体混合对流传热的数值模拟

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摘要

Lattice Boltzmann Method (LBM) has been applied for the simulation of a mixed convection heat transfer of two dimensional Newtonian fluid in a square cavity driven by a periodically oscillating lid. The top wall is maintained at higher variable temperature. The developed LBM code in Matlab, is applied for the oscillating lid to simulate the fluid flow and heat transfer in cavity, was validated using various Reynolds and Grashof numbers. Nusselt number was calculated for various pertinent dimensionless groups. Fluid flow and heat transfer characteristics were examined in the domain of Reynolds number, Grashof number, the dimensionless lid oscillation frequency and different values of temperature. Such that: 10(2) = Re = 10(3), 10(2) = Gr = 10(6), 0.1 = omega = 5, the Prandtl number was fixed as 0.71. The results show that the variation of the Reynolds and Grashof numbers has an effect on energy transport process and drag force behavior depending on the conduct of the velocity cycle. Moreover the variation of Rayleigh number and period of the heated portion has an effect on the transfer rate on convective structures. (C) 2019 Published by Elsevier Ltd.
机译:Lattice Boltzmann方法(LBM)已被应用于通过周期性地振荡盖驱动的平方腔中二维牛顿流体的混合对流传热的模拟。顶壁保持在更高的可变温度。 MATLAB中的开发的LBM代码用于振荡盖子以模拟腔内的流体流动和热传递,使用各种雷诺和格雷什编号验证。针对各种相关的无量纲群计算纽带数。在Reynolds数,Grashof数,无量纲盖振荡频率和温度的不同值中检查流体流动和传热特性。这样:10(2)<= RE <= 10(3),10(2)<= GR <= 10(6),0.1 <= OMEGA <= 5,PRANDTL数固定为0.71。结果表明,根据速度周期的传导,雷诺和格雷什数的变化对能量传输过程和拖曳力行为的影响。此外,加热部分的瑞利数和周期的变化对对流结构的传输速率具有效果。 (c)2019年由elestvier有限公司发布

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    Univ Abdelmalek Essaadi FST Tangier Morocco;

    Univ Abdelmalek Essaadi FST Tangier Morocco;

    Univ Paris Saclay ENS Cachan CNRS LMT F-94235 Cachan France;

    Univ Abdelmalek Essaadi FST Tangier Morocco;

  • 收录信息 美国《科学引文索引》(SCI);美国《工程索引》(EI);
  • 原文格式 PDF
  • 正文语种 eng
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