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Monte Carlo fission matrix acceleration method based on redistributing mesh

机译:基于重新分布网格的蒙特卡洛裂变矩阵加速方法

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The fission matrix acceleration method based on redistributing mesh is proposed in this paper. The mesh used to tally the fission matrix is always fixed in previous fission matrix acceleration methods. When the mesh is redistributed in the process of iteration, the convergence rate of fission matrix acceleration method increases. The basic theory of redistributing mesh method is introduced. We analyze its efficiency and give some suggestions to enhance its stability. Numerical simulations of 1D slab geometries demonstrate that the fission matrix acceleration method based on redistributing mesh is more efficient.
机译:提出了一种基于网格重新分配的裂变矩阵加速方法。在以前的裂变矩阵加速方法中,用于计算裂变矩阵的网格始终是固定的。当网格在迭代过程中重新分布时,裂变矩阵加速方法的收敛速度增加。介绍了网格重新分配方法的基本原理。我们分析其效率,并提出一些建议以增强其稳定性。一维平板几何形状的数值模拟表明,基于重新分布网格的裂变矩阵加速方法更为有效。

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