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A new scheme developed for the numerical simulation of the Boltzmann equation using the direct simulation monte-carlo scheme for the flow about a sphere

机译:针对球体绕流的直接模拟蒙特卡洛方案,开发了一种用于玻尔兹曼方程数值模拟的新方案

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摘要

A new scheme, the modified direct simulation Monte-Carlo (MDSMC), for the numerical simulation of the Boltzmann equation for rarefied gas flow about a sphere is developed. The Taylor series expansion is used to obtain the modified equation of the first-order time discretization of the collision equation and the new scheme, MDSMC, is implemented to simulate the collision equation in the Boltzmann equation. In the new scheme (MDSMC) there exists a new extra term which takes into account the effect of the second-order collision. In the new scheme (MDSMC) there also exists a second-order term in time step in the probabilistic coefficients which has the effect of simulation with higher accuracy than the previous DSMC scheme. The results of the drag coefficient of the sphere using the MDSMC scheme show better agreement in comparison with the experimental data of Wegener (1961) than the results of the drag coefficient of the sphere using the DSMC scheme.
机译:提出了一种新方案,即改进的直接模拟蒙特卡洛(MDSMC),用于绕球体稀薄气体流动的玻尔兹曼方程的数值模拟。使用泰勒级数展开式获得碰撞方程的一阶时间离散化的修正方程,并采用新方案MDSMC模拟玻尔兹曼方程中的碰撞方程。在新方案(MDSMC)中,存在一个新的额外项,其中考虑了二阶碰撞的影响。在新方案(MDSMC)中,概率系数在时间步长中还存在一个二阶项,与以前的DSMC方案相比,它具有更高的模拟精度。与Wegener(1961)的实验数据相比,使用MDSMC方案的球的阻力系数结果比使用DSMC方案的球的阻力系数结果具有更好的一致性。

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