A distribution-free ordinal classification of floods based on moments |
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| Authors: | Svenja Fischer Andreas Schumann |
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| Institution: | 1. Faculty for Civil and Environmental Engineering, Ruhr-University Bochum, Bochum, GermanySvenja.fischer@rub.de;3. Faculty for Civil and Environmental Engineering, Ruhr-University Bochum, Bochum, Germany |
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| Abstract: | ABSTRACTClassification of floods is often based on return periods of their peaks estimated from probability distributions and hence depends on assumptions. The choice of an appropriate distribution function and parameter estimation are often connected with high uncertainties. In addition, limited length of data series and the stochastic characteristic of the occurrence of extreme events add further uncertainty. Here, a distribution-free classification approach is proposed based on statistical moments. By using robust estimators the sampling effects are reduced and time series of different lengths can be analysed together. With a developed optimization procedure, locally and regionally consistent flood categories can be defined. In application, it is shown that the resulting flood categories can be used to assess the spatial extent of extreme floods and their coincidences. Moreover, groups of gauges, where simultaneous events belong to the same classes, are indicators for homogeneous groups of gauges in regionalization. |
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| Keywords: | flood classification Chebychev inequality flood coincidence regionalization |
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