Hamby D M
Dept. of Environmental and Industrial Health, School of Public Health, University of Michigan, Ann Arbor 48109-2029.
Health Phys. 1995 Feb;68(2):195-204. doi: 10.1097/00004032-199502000-00005.
Modeling the movement and consequence of radioactive pollutants is critical for environmental protection and control of nuclear facilities. Sensitivity analysis is an integral part of model development and involves analytical examination of input parameters to aid in model validation and provide guidance for future research. Sensitivities of 21 input parameters have been analyzed for a specific-activity tritium dose model using fourteen methods of parameter sensitivity analysis. This report demonstrates, for each sensitivity method, the required calculational effort, the sensitivity ranking of parameters, and the relative method performance. The sensitivity measures include the following: partial derivatives, variation of inputs by 1 standard deviation (SD) and by 20%, a sensitivity index, an importance index, a relative deviation of the output distribution, a relative deviation ratio, partial rank correlation coefficients, standardized regression coefficients, rank regression coefficients, the Smirnov test, the Cramer-von Mises test, the Mann-Whitney test, and the squared-ranks test.
模拟放射性污染物的迁移和后果对于环境保护和核设施控制至关重要。敏感性分析是模型开发的一个组成部分,涉及对输入参数进行分析检查,以帮助模型验证并为未来研究提供指导。使用十四种参数敏感性分析方法,对一个比活度氚剂量模型的21个输入参数的敏感性进行了分析。本报告针对每种敏感性方法,展示了所需的计算工作量、参数的敏感性排名以及相对方法性能。敏感性度量包括以下内容:偏导数、输入值按1个标准差(SD)和20%变化、敏感性指数、重要性指数、输出分布的相对偏差、相对偏差率、偏秩相关系数、标准化回归系数、秩回归系数、斯米尔诺夫检验、克拉默 - 冯·米塞斯检验、曼 - 惠特尼检验和平方秩检验。