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Measurement uncertainty propagation through the Feature Selective Validation method

机译:通过特征选择验证方法传播测量不确定度

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The Feature Selective Validation (FSV) is the standard method used for validation assessment in Computational Electromagnetics, and it uses both quantitative and qualitative indicators to measure de similarity between a pair of data sets. However, standardized FSV rely on a heuristic procedure for graphical comparison that does not include considerations about the uncertainty of the data sets involved. The reliability of the validation results, and therefore of the model under validation, depends on the uncertainty of the data sets used as input for the FSV, even more considering that some measurements associated to electromagnetic compatibility tests are characterized by a large uncertainty. Nonetheless, the FSV algorithm makes the propagation of such uncertainties a difficult and cumbersome task through the conventional approaches. This paper presents the application of the Monte Carlo Method as an approach to propagate the uncertainty of the input data sets in order to estimate a confidence interval for each FSV indicator. Finally, a numerical example is presented and discussed.
机译:特征选择性验证(FSV)是用于计算电磁学中验证评估的标准方法,它同时使用定量和定性指标来测量一对数据集之间的相似度。但是,标准化的FSV依靠启发式程序进行图形比较,该程序不包括有关数据集不确定性的考虑。验证结果的可靠性以及因此验证中的模型的可靠性取决于用作FSV输入的数据集的不确定性,甚至更多地考虑到与电磁兼容性测试相关的某些测量具有较大的不确定性。然而,FSV算法通过常规方法使这种不确定性的传播成为困难而繁琐的任务。本文介绍了蒙特卡洛方法的应用,该方法用于传播输入数据集的不确定性,以便估计每个FSV指标的置信区间。最后,给出了一个数值示例并进行了讨论。

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