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Multi-group equivalence in subgroup method based on generalized equivalence theory

机译:基于广义等价理论的子组方法中的多组等价

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Multi-group heterogeneous reaction rates calculated by the subgroup method in resonance calculations are not reproduced, when subgroup-collapsed one-group homogeneous calculations are conducted for the same problem, giving rise to a multi-group equivalence effect. In this paper, a new non-iterative equivalence method introducing partial current discontinuity factors (PCDFs) is proposed to resolve this effect and employed into the Bamboo-Lattice code. Its validity was tested and verified through several fixed-source as well as eigenvalue problems for both single pin-cell and assembly geometries. The numerical results show that preservation of scalar flux, partial currents, neutron leakage and reaction rates is guaranteed by implementing this new method. Moreover, the computational time comparison for different equivalence methods shows that the newly proposed non-iterative equivalence method promises a significantly less computational cost compared to the traditional iterative super-homogenization (SPH) method in treating multi-group equivalence effect. (C) 2020 Elsevier Ltd. All rights reserved.
机译:通过亚组方法计算的多组异构反应速率在谐振计算中,当对同一问题进行亚组折叠的单次均匀计算时,不会再现谐振计算,从而产生多组等效效应。在本文中,提出了一种引入部分电流不连续因子(PCDF)的新的非迭代等效方法来解决这种效果并采用竹子码。通过几个固定源以及单个针脚和装配几何形状的特征值问题测试并验证其有效性并验证。数值结果表明,通过实施这种新方法,保证了标量磁通量,部分电流,中子泄漏和反应速率。此外,与传统的迭代超均质化(SPH)方法处理多组等效效果的传统迭代超均质化(SPH)方法相比,新提出的非迭代等效方法的计算时间比较表明了新增的非迭代等效方法。 (c)2020 elestvier有限公司保留所有权利。

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