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Parallelization of semi-Lagrangian Vlasov codes

机译:半拉格朗日Vlasov码的并行化

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摘要

We describe the parallel implementation of semi-Lagrangian Vlasov solvers, which are an alternative to particle-in-cell (PIC) simulations for the numerical investigation of the behaviour of charged particles in their self-consistent electromagnetic fields. The semi-Lagrangian method, which couples the Lagrangian and Eulerian points of view, is particularly interesting on parallel computers, since the solution is computed on grid points, the number of which remains constant in time on each processor, unlike the number of particles in PIC simulations, and thus greatly simplifies the parallelization process.
机译:我们描述了半拉格朗日Vlasov求解器的并行实现,这是对单元格粒子(PIC)模拟的替代方法,用于对带电粒子在其自洽电磁场中的行为进行数值研究。半拉格朗日方法将拉格朗日和欧拉观点结合在一起,在并行计算机上特别有趣,因为解决方案是在网格点上计算的,网格点的数量在每个处理器上在时间上保持恒定,这与网格中粒子的数量不同PIC仿真,因此大大简化了并行化过程。

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