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首页> 外文期刊>Annals of nuclear energy >Covariance-oriented sample transformation: A new sampling method for reactor-physics uncertainty analysis
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Covariance-oriented sample transformation: A new sampling method for reactor-physics uncertainty analysis

机译:面向协方差的样本转换:一种用于反应堆物理不确定性分析的新采样方法

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In this paper, the method of covariance-oriented sample transformation (COST) has been proposed and applied in the uncertainty analysis for reactor-physics modeling and simulation. The statistical sampling method is a widely used technology for the Uncertainty Quantification (UQ), especially for non-linear systems. However, in those systems with multidimensional input parameters, the conventional sampling methods always have a huge demand for sample size and are not able to propagate the uncertainties of input parameters completely, resulting in corresponding computational challenge and accuracy loss. In this case, the COST method has been proposed to generate multivariate normal-distribution samples in uncertainty analysis, which has the capability to provide the converged UQ results with a minimal sample size. According to the rank of the input-parameter covariance matrix, the required minimum sample size can be determined in advance. As verification and application, the COST method has been applied in the uncertainty analysis for the TMI-1 pin-cell, propagating the nuclear-data uncertainties to the pin-cell eigenvalue. The uncertainty-analysis results are compared with those provided by the conventional sampling method using Latin Hypercube Sampling (LHS) technique and the deterministic method based on the Direct Numerical Perturbation (DNP). From the numerical result comparisons, it can be observed that the consistent uncertainty analysis results can be provided by COST with very small sample size, compared with the conventional sampling method with very huge sample size. (C) 2019 Elsevier Ltd. All rights reserved.
机译:本文提出了一种面向协方差的样本变换方法(COST),并将其应用于反应堆物理建模和仿真的不确定性分析中。统计采样方法是不确定性量化(UQ)的一种广泛使用的技术,特别是对于非线性系统。然而,在那些具有多维输入参数的系统中,传统的采样方法总是对样本量有巨大的需求,并且不能完全传播输入参数的不确定性,从而导致相应的计算挑战和准确性损失。在这种情况下,已经提出了COST方法来在不确定性分析中生成多元正态分布样本,它具有以最小样本量提供收敛的UQ结果的能力。根据输入参数协方差矩阵的等级,可以预先确定所需的最小样本大小。作为验证和应用,COST方法已应用于TMI-1针形单元的不确定性分析中,从而将核数据的不确定性传播到针形单元特征值。将不确定性分析结果与使用拉丁超立方采样(LHS)技术的常规采样方法和基于直接数值扰动(DNP)的确定性方法提供的结果进行比较。从数值结果比较中可以看出,与具有非常大样本量的传统采样方法相比,COST能够以非常小的样本量提供一致的不确定性分析结果。 (C)2019 Elsevier Ltd.保留所有权利。

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