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Hybrid fluid-kinetic model for neutral particles in the plasma edge

机译:等离子体边缘中性粒子的混合流体动力学模型

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摘要

We elaborate a hybrid fluid-kinetic model for neutral particles in the plasma edge. A macro/fluid model with kinetic corrections in the closure terms of the fluid moment equations is solved in the entire domain. The kinetic corrections follow from a Monte Carlo simulation of the micro/kinetic part. We compare two hybrid models with different underlying fluid approximations: (i) a pure pressure-diffusion equation; and (ii) a continuity and parallel momentum equation with pressure-diffusion transport only retained in the directions perpendicular to the magnetic field lines. We asses their performance for a high recycling slab case with fixed background plasma. Compared to a Monte Carlo simulation of the full kinetic equation, the statistical error on the particle source is reduced with 40% and 47% for respectively the hybrid model without and with the parallel momentum equation for the same computational time. For the parallel momentum source there is only a reduction for the model with parallel momentum equation (about 69%). Unfortunately, the statistical error on the ion energy source slightly increases for both hybrid models.
机译:我们阐述了等离子体边缘中性粒子的混合流体动力学模型。在整个域中求解了在流体矩方程的闭合项中具有动力学校正的宏观/流体模型。动力学校正来自微观/动力学部分的蒙特卡罗模拟。我们比较了两种具有不同基础流体近似值的混合模型:(i)一个纯压力扩散方程; (ii)仅在垂直于磁力线的方向上保留具有压力扩散传输的连续和平行动量方程。我们评估了其在固定背景等离子体的情况下对高回收率平板电脑机箱的性能。与完整动力学方程的蒙特卡洛模拟相比,对于不使用混合动量方程和使用平行动量方程的混合模型,在相同的计算时间内,粒子源的统计误差分别降低了40%和47%。对于平行动量源,带有平行动量方程的模型仅减少了约69%。不幸的是,两种混合模型在离子能源上的统计误差都略有增加。

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