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A lattice Boltzmann model for natural convection with a larae temperature difference

机译:具有larae温差的自然对流的格子Boltzmann模型。

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A Variable Property Thermal Lattice BGK (VPTLBGK) model is proposed for the natural convection with a large temperature difference. The basic idea is replacing constant relaxation times by spatially varying ones so that the variable transport coefficients in LBE are realised. Numerical results show that the VPTLBGK model is effective in studying the variable property effects. It is found that a Rayleigh-number-dependent power-law relation is satisfied between the Nusselt number and the Rayleigh number for the natural convection with variable transport coefficients.
机译:针对温差大的自然对流问题,提出了一种可变性质的热格子BGK(VPTLBGK)模型。基本思想是用空间变化的弛豫时间代替恒定的弛豫时间,以便实现LBE中的可变输运系数。数值结果表明,VPTLBGK模型在研究可变属性效应方面是有效的。发现在输运系数可变的自然对流中,纳塞尔数和瑞利数之间满足瑞利数相关的幂律关系。

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