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1.华北电力大学 北京 102206
2.中广核研究院有限公司 深圳 518026
3.中国核电工程有限公司 北京 100840
[ "张斌, 男, 1982年出生, 2018年于华北电力大学获博士学位, 研究领域为中子输运离散纵标法方法", "ZHANG Bin, male, born in 1982, graduated from North China Electric Power University with a doctoral degree in 2018, focusing on discrete ordinates method for neutron transport problem" ]
收稿日期:2017-09-18,
修回日期:2017-11-06,
纸质出版日期:2018-02-10
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张斌, 郑君萧, 李晓静, 等. 反应堆压力容器快中子注量计算不确定性分析[J]. 核技术, 2018,41(2):020605
Bin ZHANG, Junxiao ZHENG, Xiaojing LI, et al. Uncertainty analysis of reactor pressure vessel fast neutron fluence calculation[J]. Nuclear techniques, 2018, 41(2): 020605
张斌, 郑君萧, 李晓静, 等. 反应堆压力容器快中子注量计算不确定性分析[J]. 核技术, 2018,41(2):020605 DOI: 10.11889/j.0253-3219.2018.hjs.41.020605.
Bin ZHANG, Junxiao ZHENG, Xiaojing LI, et al. Uncertainty analysis of reactor pressure vessel fast neutron fluence calculation[J]. Nuclear techniques, 2018, 41(2): 020605 DOI: 10.11889/j.0253-3219.2018.hjs.41.020605.
反应堆压力容器(Reactor Pressure Vessel,RPV)快中子注量的精确计算,可以有效地评估寿期内压力容器材料辐照损伤程度并为延寿技术提供数据支持。离散纵标法在解决深穿透屏蔽问题上的优势,使其成为计算RPV快中子注量率的主要方法之一。反应堆几何材料、截面数据、中子源强、输运求解等参数的不确定性,显著影响快中子注量率模拟结果的可信度。以典型压水堆模型为测试例题,分析了RPV快中子注量率计算流程中引入不确定性的主要来源,重点研究了中子源强处理方法、各向异性散射截面展开和输运方程空间离散格式三个方面对RPV快中子注量率计算的影响。对不确定性因素特别是计算不确定性进行深入的细化分析,有助于我们正确认识目前计算方法的薄弱环节,指明相关的计算模型和数值离散的改进方向,并提高计算结果的确定性。
Background
2
The precise calculation of reactor pressure vessel (RPV) fast neutron fluence can be used to evaluate the materials irradiation damage during the designed lifetime and support analyses for a potential plant life extension. The uncertainties of reactor materials and geometry
nuclear data
neutron source and transport solving process can affect the reliability of fast neutron fluence simulation results.
Purpose
2
This paper aims to effectively evaluate the calculation results by thorough analysis of the uncertainties described above.
Methods
2
This paper analyzed the main origin of uncertainties in the RPV fast neutron fluence calculation and focus on the effect of the neutron source processing method
the Legendre expansion of the anisotropic scattering cross section and spatial discretization method of transport equation.
Results and Conclusion
2
Modeling of fuel assemblies usually produces a deviation about 20%
the effect of fission nuclide and transport correction methods are about 10%. Through analyses we can understand the weak aspects of the calculation methods and improve the accuracy of calculation results.
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