>Plasma and neutral transport in the plasma edge region of magnetic confinement fusion devices is often simulated by iteratively coupling a finite volume '/> Analytical study of statistical error in coupled finite‐volume/Monte Carlo simulations of the plasma edge
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Analytical study of statistical error in coupled finite‐volume/Monte Carlo simulations of the plasma edge

机译:等离子体边缘耦合有限体积/蒙特卡罗模拟统计误差的分析研究

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>Plasma and neutral transport in the plasma edge region of magnetic confinement fusion devices is often simulated by iteratively coupling a finite volume (FV) code for the plasma with a Monte Carlo (MC) code for the neutral particles. Because of the statistical MC noise, the iterative scheme defines a Markov process for the plasma states. We derived relations between the iterative scheme and the statistical distribution of the plasma states. In this paper, we study in detail, for random noise coupling and in a generalized scalar setting, the relation between the artificial time step used in the iterative scheme and the variance of the plasma states. We show numerically that our new insights, gained from the scalar setting, still hold when simulating a simplified 1D plasma edge model.
机译: >磁控隔音融合装置等离子体边缘区域中的等离子体和中性传输通常通过迭代地耦合用于等离子体的有限体积(FV)代码来模拟 中性粒子的蒙特卡罗(MC)代码。 由于统计MC噪声,迭代方案定义了等离子体状态的马尔可夫过程。 我们派生了迭代方案与血浆统计学分布之间的关系。 在本文中,我们详细研究了随机噪声耦合和广义标量设置,在迭代方案中使用的人工时间步骤与等离子体状态的方差之间的关系。 我们在数字上显示了我们的新见解,从标量设置中获得,仍然保持在模拟简化的1D等离子体边缘模型时。

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