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Improvements of subgroup method based on fine group slowing-down calculation for resonance self-shielding treatment

机译:基于精细群减慢计算的子群方法的共振自屏蔽处理的改进

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摘要

To combine the advantages of the accuracy of ultra-fine group method and efficiency of subgroup method for resonance self-shielding treatment, the method of fine-mesh subgroup method (FSM) has been raised in this paper. FSM adopts a fine energy mesh of 289 groups for resonance energy range and the subgroup parameters are generated for each group. The Coupling procedure ensures the elimination of extra resonance interference amendment as the group structure is sufficient enough. To improve the efficiency, the micro level optimization based on "one-group" approximation is proposed to solve the subgroup fixed source equations for only 8 subgroup levels for each resonant nuclide. Finally, a group condense procedure based on neutron slowing-down equation is employed for resonance range from 289 to 16 groups, and a 47-group structure library will be used for eigenvalue calculation. Benchmarks of pin cells and lattices in reactors are applied in numerical validation and the calculating results show that FSM has a good performance with both accuracy and efficiency for complicated resonance treatment. (C) 2019 Elsevier Ltd. All rights reserved.
机译:结合超细群法的精度和子群法在共振自屏蔽处理中的效率优势,提出了细网子群法(FSM)。 FSM对共振能量范围采用289个组的精细能量网格,并为每个组生成子组参数。耦合过程可确保消除多余的共振干扰,因为组结构足够了。为了提高效率,提出了基于“一组”近似的微级优化,以针对每个共振核仅求解8个子组级的子组固定源方程。最后,基于中子减速方程的群压缩程序被用于289至16组的共振范围,并且将使用47组结构库进行特征值计算。将反应堆中针状单元和晶格的基准用于数值验证,计算结果表明,FSM在复杂的共振处理中具有良好的性能,准确度和效率均很高。 (C)2019 Elsevier Ltd.保留所有权利。

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