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采用一级微扰理论研究了有效增殖因子Keff随截面变化的灵敏度, 以GODIVA和ZPR-6/7两个快中子基准装置为例, 计算了它们的Keff相对于值、裂变截面和俘获截面的灵敏度函数. 经对计算结果分析和与FORSS计算结果的比较, 表明计算正确反映了问题的物理意义, 结果可靠, 能够用于实际的基准检验工作中.

参考文献

[1] Bartine D E, Oblow E, Mynatt F R. Neutron Cross-section Sensitivity Analysis: A general approach illustrated for a Na-Fe system[R]. ORNL- TM-3 944, 1972.
[2] Greenspan E. On the Calculation of Reactivity Worths in Fission Reactors[R]. MATT-944 , Princeton Plasma Physics Laboratory, 1972.
[3] Hongenbirk A. Calculation of Design Uncertainties for the Development of Fusion Reactor Blankets, Taking into Account Uncertainties in Nuclear Data[R]. ECN-Rx-94-058 ,1994.
[4] Usachev L N. Perturbation Theory for the Breeding Ratio and for Other Number Ratios Pertaining to Various Reactor Processes[J]. J Nucl Energy, A/B, 1964, 18: 571.
[5] Gandini A. Generalized Perturbetion Theory for Nonlinear System from the Importance Conservation Principle[J]. Nucl Sci Eng, 1981, 77: 316.
[6] Becker M. Perturbation Theory for Ratios in Linear and Nonlinear Problems[J]. Nucl Sci Eng, 1977, 62: 296.
[7] Lucius J L, Weisbin C R, Marable J H, et al. FORSS - A Sensitivity and Uncertainty Analysis Code System[R]. ORNL-5 316, 1981.
[8] Greene N M, Lucius J L, Petrie L M, et al. SCALE: A Modular Code System for Performing Standardized Computer Analyses for Lecensing Evaluation[R]. ORNL/NEREG/CSD-2/R4, 1990.
[9] 荣健. 核数据宏观检验中的灵敏度分析方法研究[D]. 北京: 中国原子能科学研究院, 2000.
[10] Weisbin C R, Marable J H, Lucius J L, et al. Application of FORSS Sensitivity and Uncertainty Methodology to Fast Reactor Benchmark Analysis[R]. ORNL/TM-5 563, 1976.
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