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Multivariate flood risk analysis for Wei River

机译:渭河多元洪水风险分析

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In this study, bivariate hydrologic risk analysis was conducted based on the daily streamflow discharge at the Xianyang station on the Wei River. This bivariate hydrologic risk analysis was conducted based on copula methods, in which the bivariate hydrologic frequency was firstly quantified through copulas, and the bivariate hydrologic risk analysis was then characterized based on the joint return period of flood pairs. The maximum likelihood estimation (MLE) and the method-of-moments-like (MOM) estimator were compared in estimating the unknown parameters in copula. The results showed that the Gumbel-Hougaard copula was most appropriate for modelling the dependence for all three flood pairs, in which the parameter of the copula for flood peak-volume was estimated by MLE and the parameters of the copulas for flood peak-duration and volume-duration were needed to be obtained by MOM. The bivariate hydrologic risk values are then obtained based on the AND-joint return period. The results show that the bivariate hydrologic values will not decrease until the corresponding volume for a flood is larger than 1.0 x 10(4) m(3)/s. For the bivariate hydrologic risk for flood peak-duration, the value will decrease quickly when the duration is longer than 5 days. Such bivariate hydrologic risk analysis can provide decision support for hydraulic facility design as well as actual flood control and mitigation.
机译:在这项研究中,基于渭河咸阳站的日流量流量进行了双变量水文风险分析。该二元水文风险分析是基于copula方法进行的,首先通过copulas对二元水文频率进行定量,然后根据洪水对的联合返还期来表征二元水文风险分析。在估计copula中的未知参数时,将最大似然估计(MLE)和类似矩量法(MOM)的估计器进行了比较。结果表明,Gumbel-Hougaard copula最适合用于建模这三个洪水对的依赖关系,其中,通过MLE估算洪水峰值量的copula参数,以及洪水峰值持续时间和持续时间的copula参数。 MOM需要获得持续时间。然后根据AND联合返回期获得二元水文风险值。结果表明,直到洪水的相应体积大于1.0 x 10(4)m(3)/ s时,双变量水文值才会降低。对于洪峰持续时间的双变量水文风险,持续时间超过5天时,该值将迅速降低。这样的双变量水文风险分析可以为液压设施设计以及实际的防洪和减灾提供决策支持。

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