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A novel scheme for force term in the lattice BGH model

机译:晶格BGH模型中力项的新方案

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In this paper a novel scheme of the lattice BGK (LBGK) model with a force term has been proposed. Unlike the existing models, an appropriate term was added in the evolutionary equation. Through the Chapman-Enskog (C-E) procedure the Navier-Stokes (N-S) equations with a force term can be recovered with the kinetic viscosity. Three discrete methods of the added term have been. discussed in detail. It can be proved that some existing models are the special cases of the model in this paper. We have taken the numerical simulation of the generalized Poiseuille flow driven by a constant force in a channel filled with a porous medium of porosity flow in 2D with different values of the parameters and compared the three models of different discrete schemes in the aspect of the numerical accuracy and stability.
机译:在本文中,提出了具有力项的晶格BGK(LBGK)模型的新方案。与现有模型不同,在演化方程中添加了一个适当的术语。通过Chapman-Enskog(C-E)过程,可以用动力学粘度恢复带有力项的Navier-Stokes(N-S)方程。新增术语的三种离散方法。详细讨论。可以证明,现有模型是该模型的特例。我们已经对由泊松多孔介质填充的通道中的恒力驱动的广义泊瓦流进行了数值模拟,该通道具有不同的参数值的二维流场,并在数值方面比较了三种不同离散方案的模型准确性和稳定性。

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