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Cascaded lattice Boltzmann method for thermal flows on standard lattices

机译:标准格子上的热流式级联晶格玻璃场

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In this paper, a thermal cascaded lattice Boltzmann method (TCLBM) is developed in combination with the double-distribution-function (DDF) approach on the standard D2Q9 lattice. A density distribution function relaxed by the cascaded scheme based on central moments is employed to solve the flow field, and a total energy distribution function relaxed by the BGK scheme is used to solve the temperature field. The two distribution functions are coupled naturally to provide a new TCLBM. In this method, the viscous heat dissipation and compression work are taken into account, the Prandtl number and specific-heat ratio are adjustable, and the external force is considered directly without the Boussinesq assumption. The TCLBM is validated by numerical experiments of the thermal Couette flow, low-Mach number shock tube problem, Rayleigh-Benard convection, and natural convection in a square cavity with a large temperature difference. The simulation results agree well with the analytical solutions and/or results given by previous researchers.
机译:在本文中,热级联镶嵌晶格Boltzmann方法(TCLBM)与标准D2Q9晶格上的双分配功能(DDF)方法结合使用。采用基于中央矩的级联方案松弛的密度分布函数来解决流场,并且通过BGK方案松弛的总能量分布函数用于解决温度场。两个分布函数自然耦合以提供新的TCLBM。在该方法中,考虑粘性散热和压缩工作,普朗特数和比热比是可调节的,并且外力直接考虑没有Boussinesq的假设。 TCLBM通过热沟流量,低马氏数冲击管问题,瑞利峰对流和平方腔中的自然对流进行验证,具有大的温差。模拟结果与先前研究人员给出的分析解决方案和/或结果吻合。

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