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Numerical investigation of lid-driven cavity flow based ontwo different methods: lattice boltzmann and splitting method

机译:基于两种不同方法的盖驱动腔流动的数值研究:点阵博兹曼法和分裂法

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摘要

Solutions to the Navier Stokes equations have been pursued by many researchers. One of the recent methods is lattice Boltzmann method, which evolves from Lattice Gas Automata, simulates fluid flows by tracking the evolution of the single particle distribution. Another method to solve fluid flow problems is by splitting the Navier Stokes equations into linear and non-linear forms, also known as splitting method. In this study, results from uniform and stretched form of splitting method are compared with results from lattice Boltzmann method. Lid-driven cavity problem at various Reynold numbers is used as a numerical test case.
机译:许多研究人员一直在寻找Navier Stokes方程的解。最近的一种方法是格子Boltzmann方法,它是从Lattice Gas Automata演变而来,通过跟踪单个粒子分布的演变来模拟流体流动。解决流体流动问题的另一种方法是将Navier Stokes方程分为线性和非线性形式,也称为分离方法。在这项研究中,将均匀和拉伸形式的分裂方法的结果与格子Boltzmann方法的结果进行了比较。各种雷诺数下的盖驱动腔问题用作数值测试案例。

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