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首页> 外文期刊>Journal of nuclear science and technology >Effect of Polynomial Expansion Order of Intranode Flux Treatment in Nodal S_N Transport Calculation Code NSHEX for Large-Size Fast Power Reactor Core Analysis
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Effect of Polynomial Expansion Order of Intranode Flux Treatment in Nodal S_N Transport Calculation Code NSHEX for Large-Size Fast Power Reactor Core Analysis

机译:节点内通量处理的多项式展开式对节点S_N输运计算代码NSHEX的影响,用于大型快堆堆芯分析

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摘要

The nodal discrete ordinates (S_N) transport calculation code for three-dimensional hexagonal geometry NSHEX treats intranode flux distribution using a polynomial series and considers the angular dependence of flux by the S_N method. For the improvement of calculation accuracy of NSHEX for practical use to large-size fast reactor plants, the maximum order of the polynomial series is extended from two to six. In order to check the effect of the polynomial expansion order, NSHEX is applied to the intermediate-size fast power reactor core "Monju" and the large-size one "Super Phenix," including various control rod insertion conditions. From the application, it is found that extension of the polynomial expansion order is effective especially for the large-size core "Super Phenix" under the control-rod-inserted condition.
机译:三维六边形几何形状NSHEX的节点离散坐标(S_N)传输计算代码使用多项式级数处理节点内通量分布,并通过S_N方法考虑通量的角度依赖性。为了提高NSHEX在大型快堆中的实际应用精度,多项式序列的最大阶数从2扩展到6。为了检查多项式展开阶数的影响,将NSHEX应用于中等大小的快速动力堆堆芯“ Monju”和大型的“ Super Phenix”,包括各种控制棒插入条件。从该应用中发现,多项式展开阶数的扩展对于在插入控制棒的条件下的大型核“ Super Phenix”特别有效。

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