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A non-equilibrium bounce-back boundary condition for thermal multispeed LBM

机译:用于热多相水LBM的非平衡跳动边界条件

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摘要

High-order lattice Boltzmann methods provide an elegant and systematic way to incorporate thermal and compressible effects and represent a promising approach for the study of beyond-hydrodynamics regimes characterized by finite Knudsen numbers. However, the presence of multiple layers makes the definition of boundary conditions non-trivial, since one needs to define the missing information for particle distributions across several boundary layers. In this work we present a thermal extension of a recently proposed non equilibrium bounce-back boundary condition and compare it against established algorithms by simulating standard benchmarks with wall-bounded flows.
机译:高阶晶格Boltzmann方法提供了一种优雅和系统的方法,可以加入热和可压缩效果,并代表一个有限的方法,该方法是通过有限的knudsen数而表征的超流体动力学制度。 然而,多层的存在使得边界条件的定义是非微不足道的,因为一个人需要在若干边界层跨越粒子分布的缺失信息。 在这项工作中,我们提出了最近提出的非平衡反弹边界条件的热延伸,并通过模拟具有壁有限流的标准基准来将其与既定算法进行比较。

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