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An efficient numerical scheme for simulating particle acceleration in evolving cosmic-ray modified shocks

机译:模拟宇宙射线修正激波中粒子加速度的有效数值方案

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摘要

We have developed a new, very efficient numerical scheme to solve the CR diffusion-convection equation that can be applied to the study of the nonlinear time evolution of CR modified shocks for arbitrary spatial diffusion properties. The efficiency of the scheme derives from its use of coarse-grained finite momentum volumes. This approach has enabled us, using similar to 10-20 momentum bins spanning nine orders of magnitude in momentum, to carry out simulations that agree well with results from simulations of modified shocks carried out with our conventional finite difference scheme requiring more than an order of magnitude more momentum points. The coarse-grained, CGMV scheme reduces execution times by a factor approximately half the ratio of momentum bins used in the two methods, Depending on the momentum dependence of the diffusion, additional economics in required spatial and time resolution can be utilized in the CGMV scheme, as well. These allow a computational speed-up of at least an order of magnitude in some cases. (c) 2005 Elsevier B.V. All rights reserved.
机译:我们已经开发了一种新的非常有效的数值方案来求解CR扩散对流方程,该方程可用于研究任意空间扩散特性的CR修正冲击的非线性时间演化。该方案的效率源于其使用的粗粒度有限动量。这种方法使我们能够使用类似于10-20个动量仓,跨越9个数量级的动量仓的模拟结果,该模拟结果与修改后的冲击的模拟结果十分吻合,而传统的有限差分方案则需要超过一个数量级的阶跃。幅度更大。粗粒度的CGMV方案将执行时间减少了两种方法中使用的动量仓比率的一半左右。根据扩散的动量依赖性,可以在CGMV方案中利用所需空间和时间分辨率的其他经济性,以及。在某些情况下,这些功能可使计算速度至少提高一个数量级。 (c)2005 Elsevier B.V.保留所有权利。

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