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Self-Consistent ICRH Modeling

机译:自我一致的ICRH建模

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摘要

Self-consistent modelling of ICRH requires calculations of the wave field consistent with the distribution function of the resonant species. Because of the difference in time scales for wave propagation and the evolution of distribution functions this is commonly done by iterations. A robust code SELFO-light, suitable for routine calculations was recently developed, based on coupling a 1D time dependent Fokker-Planck code with the global wave solver LION using a FEM. Here the structure of an upgraded version of the SELFO-light code is presented calculating the distribution function with a 2D Fokker-Planck code. This requires new interfaces calculating the quasi-linear diffusion coefficient from the wave field and the susceptibility tensor from distribution functions.
机译:ICRH的自我一致建模需要计算与谐振物种的分布函数一致的波场。由于波传播的时间尺度和分布函数的演化的差异,这通常是通过迭代完成的。基于使用FEM的全局波求狮子的耦合1D时间依赖的FOKKER-PLANCK码,最近开发了一种适用于常规计算的强大代码Seleco-Light。这里提出了Seleco-Light代码的升级版本的结构,计算了使用2D Fokker-Planck代码的分布函数。这需要新的接口计算来自波场的准线性扩散系数和来自分布函数的易感性张量。

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