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On the splitting method for the numerical solution of Boltzmann and lattice Boltzmann equations for gas flows in microsystems

机译:微观系统中气流的玻尔兹曼方程和晶格玻尔兹曼方程数值解的分裂方法

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摘要

The modification of the splitting method for single kinetic equation or for the system of kinetic equations with discrete velocities is considered. The modification is based on the iterative procedure for the implicit Euler approximation on the collision stage of the method. The optimization problem for the hybrid scheme for linear equation of an advection stage is solved. Reported results may be applied in fluid and gas dynamics problems for the flows in natural and mechanical microsystems.
机译:考虑了对单个动力学方程或具有离散速度的动力学方程组的分裂方法的修改。该修改基于该方法的碰撞阶段的隐式欧拉逼近的迭代过程。解决了平流阶段线性方程组混合格式的优化问题。报告的结果可能适用于自然和机械微系统中流体的流体和气体动力学问题。

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