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Three-dimensional global fluid simulations of cylindrical magnetized plasmas

机译:圆柱形磁化等离子体的三维全局流体模拟

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摘要

Plasma dynamics in cylindrical geometry, with many well diagnosed experiments in operation worldwide, is of fundamental interest. These linear machines can provide an unique testing ground for direct and detailed comparisons of numerical simulations of nonlinear plasma dynamics with experiments. Thus, it is possible to assess the reproductive and predictive capabilities of plasma simulations in unprecedented detail. Here, three-dimensional global fluid simulations of a cylindrical magnetized plasma are presented. This plasma is characterized by the existence of spatially localized sources and sinks. The traditional scale separation paradigm is not applied in the simulation model to account for the important evolution of the background profiles due to the dynamics of turbulent fluctuations. Furthermore, the fluid modeling of sheath boundary conditions, which determine the plasma conditions, are an important ingredient to the code presented here. The linear properties of the model equations are studied and are shown to agree well with experimental observations of linear drift modes. The fully nonlinear simulations are characterized by turbulent fluctuations, which are dominated by low mode numbers in the large radial pressure gradient region. In the far plasma edge, the fluctuations display an intermittent character due to convection within radially extended spatiotemporal potential fluctuations. This paper reports on the model and general code results, while the detailed comparison to a specific experiment is left to a follow-up paper. (c) 2008 American Institute of Physics.
机译:圆柱形几何体中的等离子体动力学以及在世界范围内进行的许多经过充分诊断的实验是人们最感兴趣的。这些线性机器可以提供独特的测试平台,用于将非线性等离子体动力学的数值模拟与实验进行直接和详细的比较。因此,有可能以前所未有的细节评估等离子体模拟的生殖和预测能力。在这里,提出了圆柱磁化等离子体的三维整体流体模拟。该等离子体的特征在于存在空间局部的源和汇。由于湍流涨落的动力学,传统的比例分离范式没有应用到模拟模型中来说明背景轮廓的重要演变。此外,确定等离子体条件的鞘层边界条件的流体建模是此处介绍代码的重要组成部分。对模型方程的线性特性进行了研究,并显示出与线性漂移模式的实验观察结果非常吻合。完全非线性的模拟的特征是湍流波动,在较大的径向压力梯度区域中以低模数为主。在远等离子边缘,由于径向扩展的时空电位波动内的对流,波动表现出间歇性。本文报告了模型和常规代码结果,而与特定实验的详细比较留待后续论文进行。 (c)2008年美国物理研究所。

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