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首页> 外文期刊>Journal of Hydrology >Regionalization of watersheds by fuzzy cluster analysis
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Regionalization of watersheds by fuzzy cluster analysis

机译:用模糊聚类分析法对流域进行分区

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Because of the paucity of flood data, it is not always possible to use at-site frequency analysis to arrive at estimates of flood quantiles. To contend with this problem, hydrologists use regionalization methods to classify catchments in a region into groups that are homogeneous in flood response. In traditional methods of regionalization, a catchment is classified as belonging to a group on the basis of its dissimilarity with other catchments in the region in a multi-dimensional space of attributes affecting their flood response. However, most catchments only partly resemble other catchments in a region. Therefore one cannot fully justify assigning a catchment to one group or another. The fuzzy clustering algorithm (FCA) allows a catchment to have partial or distributed memberships in all the regions (groups) identified. In this paper, a FCA is tested for regionalization of watersheds. The regions given by clustering algorithms are, in general, not statistically homogeneous. Consequently, they are adjusted to improve their homogeneity. The effort needed to adjust a region is considerable when hard clustering algorithms are used to form hydrologic regions. In fuzzy cluster analysis, the knowledge of distribution of membership of a catchment among the fuzzy regions is useful in adjusting the regions to improve their homogeneity. The effectiveness of the FCA in deriving homogeneous regions for flood frequency analysis is illustrated through its application to annual maximum flow data from the watersheds in Indiana. USA. The effectiveness of several fuzzy cluster validation measures in determining optimal partition provided by the FCA is also addressed. (c) 2005 Elsevier Ltd All rights reserved.
机译:由于洪水数据的匮乏,并非总是能够使用现场频率分析来得出洪水分位数的估计值。为了解决这个问题,水文学家使用区域化方法将一个地区的集水区划分为洪水响应均匀的组。在传统的区域化方法中,根据集水区与该地区其他集水区在影响其洪水响应的多维空间中的差异,该集水区被归为一组。但是,大多数集水区仅部分类似于该地区的其他集水区。因此,不能完全有理由将一个流域分配给一个或另一个组。模糊聚类算法(FCA)允许流域在所标识的所有区域(组)中具有部分或分布式成员资格。在本文中,对FCA进行了流域区域化测试。通常,由聚类算法给出的区域在统计上不是均匀的。因此,对它们进行了调整以提高其同质性。当使用硬聚类算法形成水文区域时,调整区域所需的工作量相当大。在模糊聚类分析中,了解流域成员在模糊区域之间的分布知识对于调整区域以提高其同质性很有用。通过将FCA应用于印第安纳流域的年度最大流量数据,可以说明FCA在推导均质区域进行洪水频率分析中的有效性。美国。还讨论了几种模糊聚类验证措施在确定FCA提供的最佳分区方面的有效性。 (c)2005 Elsevier Ltd保留所有权利。

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