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首页> 外文期刊>Transactions of the American nuclear society >Non-Parametric, Extreme-Value Method for Estimating Bias and Bias Uncertainty in Nuclear Criticality Safety
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Non-Parametric, Extreme-Value Method for Estimating Bias and Bias Uncertainty in Nuclear Criticality Safety

机译:估计核临界安全性中的偏差和偏差不确定性的非参数极值方法

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Established national standards (ANSI/ANS-8.1 and -8.24) require the quantification of bias, the systematic difference between the actual k and what transport calculations with an associated data library predict, and its uncertainty within a defined area of applicability (AOA), a calculational margin. Many standard approaches require that the bias of the underlying set of relevant benchmark critical experiments be normally distributed, which is sometimes true in practice, but other times not. Alternatively, non-parametric approaches may be used regardless of how the biases in the benchmark experiments are distributed. This summary discusses such an approach using extreme-value methods allowing for the weighting of benchmarks based upon factors such as the degree of relevance toward a particular application; a traditional non-parametric, rank-order method does not allow for such weighting. An approach for such a weighting using sensitivity/uncertainty techniques is discussed. Results are then presented that illustrate how the non-parametric method performs.
机译:既定的国家标准(ANSI / ANS-8.1和-8.24)要求对偏差进行量化,实际k与相关的数据库预测的输运计算之间的系统差异以及在确定的适用范围(AOA)内的不确定性,计算余量。许多标准方法要求正态分布相关基准临界实验的基础集合的偏差,这在实践中有时是正确的,但在其他情况下则不是。可替代地,可以使用非参数方法,而不管基准实验中的偏差如何分布。本摘要讨论了一种使用极值方法的方法,该方法允许根据诸如与特定应用程序的相关程度之类的因素对基准进行加权。传统的非参数等级排序方法不允许进行这种加权。讨论了使用灵敏度/不确定性技术进行这种加权的方法。然后呈现的结果说明了非参数方法的执行方式。

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