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Comparison betweenTime Relaxed Monte Carlo Method and Majorant Frequency Scheme methods for the space homogeneous Boltzmann equation

机译:空间均匀玻璃板方程的宽松蒙特卡罗方法和集长频率方案方法的比较

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Recently a new class of schemes, called Time Relaxed Monte Carlo (TRMC) has been introduced for the numerical solution of the Boltzmann equation of gas dynamics. The motivation is to propose a systematic framework to derive Monte Carlo methods effective near the fluid dynamic regime. Before the methods can be accepted as alternative tools to other methods, they have to show that they are able to reproduce results obtainable by well established reliable methods. In this paper a detailed comparison is performed between TRMC methods and the Majorant Frequency Scheme in the case of the space-homogeneous Boltzmann equation. In particular, the effect of finite number of particles is considered.
机译:最近,已经引入了一种新的方案,称为时间放松的蒙特卡罗(TRMC)用于气体动力学的Boltzmann方程的数值解。动机是提出系统框架,以衍生蒙特卡罗方法,该方法有效地靠近流体动力度制度。在该方法可以被接受为其他方法的替代工具之前,他们必须表明他们能够通过良好的可靠方法来重现可获得的结果。本文在空间 - 均相Boltzmann方程的情况下,在TRMC方法和集长频率方案之间进行详细比较。特别地,考虑有限数量的颗粒的效果。

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