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A hybrid continuous energy and multi-group Monte Carlo method

机译:混合连续能量和多组蒙特卡罗方法

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This paper investigates mixing multi-group (MG) and continuous energy (CE) representation of cross-sections depending on location of a particle in a Monte Carlo neutronic eigenvalue calculations in 1D and 2D PWR test cases with UOX and MOX fuel. Different population normalisation needs to be applied to CE and MG region to account for the difference in criticality between CE and MG representation. This normalisation procedure requires a neutron production rate ratio between CE and MG region to be known a priori. A resonance correction in energy spectrum during transition of a particle between the MG and CE region was developed based on the equivalence resonance treatment theory. With these, it was shown that it is possible to accelerate total calculation time, while introducing only a moderate error below 1% in the fission rate distribution. The magnitude of acceleration is heavily dependent on the relative size of CE and MG zones. (C) 2019 Elsevier Ltd. All rights reserved.
机译:本文研究了在UOX和MOX燃料的1D和2D PWR测试用例的蒙特卡洛中子本征值计算中,取决于颗粒位置的混合多组(MG)和连续能量(CE)表示截面。需要对CE和MG地区应用不同的种群归一化,以解决CE和MG表示之间的关键程度差异。该归一化过程要求CE和MG区域之间的中子产生率比是先验已知的。基于等效共振处理理论,研究了MG和CE区域之间粒子跃迁过程中能谱的共振校正。有了这些,表明可以加快总计算时间,同时在裂变率分布中仅引入低于1%的中等误差。加速度的大小在很大程度上取决于CE和MG区域的相对大小。 (C)2019 Elsevier Ltd.保留所有权利。

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