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- W3141749130 abstract "格子 Boltzmann 方法(LBM ) ，在分子的动力学方法之间的一个 mesoscopic 方法和常规数字方法，在过去的二十年被开发了进一种很有效的数字选择。不同于常规数字方法，运动理论基于 LBM 由追踪粒子分发功能的进化模仿液体流动，然后积累分发获得宏观的平均性质。在这篇文章，我们在设计 thermophysics 在 LBM 应用程序上考察一些工作：(1 ) 通报介绍到 LBM 的发展；(2 ) 包括 Boltzmann 方程，麦克斯韦分发功能， Boltzmann-BGK 方程，和格子 Boltzmann-BGK 方程的 LBM 的基本理论；(3 ) 格子 Boltzmann 为可压缩的流动和非平衡气体流动当模特儿，弹起为微规模的 back-specular-reflection 边界计划气体的流动，为充分发达的流动的集体修改插头边界计划，和含蓄明确的 finite-difference-based LBM；并且(4 ) 到震荡的 LBM 的应用程序流动，可压缩的流动，多孔的媒介流动，非平衡流动，和煤气的反响的震荡流动。" @default.
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- W3141749130 date "2009-01-01" @default.
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- W3141749130 title "Lattice Boltzmann method and its applications in engineering thermophysics" @default.
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