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Hydrological risk analysis of dam overtopping using bivariate statistical approach: a case study from Geheyan Reservoir, China

机译:基于双变量统计方法的大坝超标水文风险分析:以隔河岩水库为例

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摘要

Hydrological risk analysis is essential and provides useful information for dam safety management and decision-making. This study presents the application of bivariate flood frequency analysis to risk analysis of dam overtopping for Geheyan Reservoir in China. The dependence between the flood peak and volume is modelled with the copula function. A Monte Carlo procedure is conducted to generate 100,000 random flood peak-volume pairs, which are subsequently transformed to corresponding design flood hydrographs (DFHs) by amplifying the selected annual maximum flood hydrographs (AMFHs). These synthetic DFHs are routed through the reservoir to obtain the frequency curve of maximum water level and assess the risk of dam overtopping. Sensitive analysis is performed to investigate the influence of different AMFH shapes and correlation coefficients of flood peak and volume on estimated overtopping risks. The results show that synthetic DFH with AMFH shape characterized by a delayed time to peak results in higher risk, and therefore highlight the importance of including a range of possible AMFH shapes in the dam risk analysis. It is also demonstrated that the overtopping risk is increased as the correlation coefficient of flood peak and volume increases and underestimated in the independence case (i.e. traditional univariate approach), while overestimated in the full dependence case. The bivariate statistical approach based on copulas can effectively capture the actual dependence between flood peak and volume, which should be preferred in the dam risk analysis practice.
机译:水文风险分析至关重要,并为大坝安全管理和决策提供有用的信息。本研究提出了双变量洪水频率分析在我国隔河岩水库大坝超限风险分析中的应用。用copula函数对洪峰和流量之间的相关性进行建模。进行了蒙特卡罗程序以生成100,000个随机洪水峰量对,然后通过放大选定的年度最大洪水水位图(AMFH)将其转换为相应的设计洪水水位图(DFH)。这些合成的DFH穿过水库,以获得最大水位的频率曲线,并评估大坝翻倒的风险。进行了敏感性分析,以调查不同AMFH形状以及洪水峰值和流量的相关系数对估计的超车风险的影响。结果表明,具有延迟到达峰值时间的AMFH形状的合成DFH导致较高的风险,因此突出了在大坝风险分析中包括一系列可能的AMFH形状的重要性。还表明,在独立情况下(即传统的单变量方法),洪水高峰和洪水量的相关系数增加且过低估计了过顶风险,而在全依赖情况下过高了风险。基于copulas的双变量统计方法可以有效地捕获洪水高峰和洪水量之间的实际依存关系,在大坝风险分析实践中应首选此方法。

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