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Site-focused nonparametric test of regional homogeneity based on flood regime

机译:基于洪水体制的以地域为中心的区域同质性非参数检验

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In regional flood frequency analysis, the proper identification of homogeneous pooling groups is a key factor for reliable quantile estimation. A new test of regional homogeneity based on flood regime is proposed in this paper. In contrast to other tests, this test does not use flood magnitude data and is focused on a site of interest and a target return period. The test relies on a nonparametric comparison of the regional variability of local flood regimes within a given pooling group with the variability that could be expected in a theoretically homogeneous group with the same hydrological properties as the original group. The performance of the test in the detection of regional heterogeneity is evaluated in a set of simulation experiments, each with different pooling group size, record length, and degree of regional heterogeneity. The test is then applied to a large set of real data, and the pooling measures and quantile errors are compared with the results obtained from the Hosking and Wallis's (HW) homogeneity test included in the same pooling algorithm. The simulation results demonstrated that the power of the test rapidly improves as the record length, pooling size, and degree of regional heterogeneity increase. In our study area the new test rejected fewer similar sites and led to similar quantile errors in comparison with the approach based on the HW test. The test is a sound alternative to the existing tests of regional homogeneity and is particularly convenient for site-focused pooling algorithms that require homogeneity testing at each step of the pooling. (c) 2005 Elsevier Ltd All rights reserved.
机译:在区域洪水频率分析中,正确识别均质池组是可靠分位数估计的关键因素。本文提出了一种基于洪水制度的区域同质性检验。与其他测试相反,该测试不使用洪水幅度数据,而是关注目标站点和目标返回期。该测试依赖于给定合并组内局部洪水区域的区域变异性与在理论上同质的,具有与原始组相同水文特性的分组中可以预期的变异性的非参数比较。在一组模拟实验中评估了该测试在检测区域异质性方面的性能,每个模拟实验均具有不同的合并组大小,记录长度和区域异质性程度。然后将该测试应用于大量真实数据,并将合并度量和分位数误差与从包含在同一合并算法中的Hosking和Wallis(HW)同质性测试中获得的结果进行比较。仿真结果表明,随着记录长度,池大小和区域异质性程度的提高,测试的能力迅速提高。与基于硬件测试的方法相比,在我们的研究区域中,新测试拒绝了更少的相似位置,并导致了相似的分位数误差。该测试是对现有区域同质性测试的可靠替代方案,对于需要集中进行每个步骤均质性测试的以站点为中心的合并算法特别方便。 (c)2005 Elsevier Ltd保留所有权利。

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