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Multidimensional Approaches to Calculation of Design Floods at Confluences-PROIL Model and Copulas

机译:汇合融合设计洪水的多维方法 - PROIL模型与金融

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In confluence areas, where river flow slowdowns can be substantial, the selection of design flows for the purpose of designing a flood control system directly depends on flood waves at the mainstem and its tributaries. The aim of this paper is twofold: to elaborate a procedure that will define the flood exceedance probability in the analyzed area within a multidimensional probability space and to develop a methodology for defining flood coincidence in the mainstem reach with its main tributaries and thus determine design flows in order to design the flood control system in the confluence area. Mathematical models are based on (1) two-dimensional probability distribution (PROIL model) and (2) the copula function (Archimedean class of copulas), and fitted to a practical application in a two-dimensional probability distribution space. In case of random variables, simultaneous quantitative characteristics of flood wave (water flow) hydrographs for the mainstem and a tributary are considered. The paper discusses the specific reach of the Danube, from the Hungarian-Serbian border to the city of Smederevo, which encompasses three significant tributaries-the Drava, the Tisa, and the Sava.
机译:在汇流区域中,河流流量放缓可能很大,设计流量为设计防洪系统直接取决于主干及其支流的洪水。本文的目的是双重的:详细说明将在多维概率空间内分析区域中的洪水超标概率的程序,并开发用于定义主干地区的洪水巧合的方法,从而确定设计流程为了在汇合区设计防洪系统。数学模型基于(1)二维概率分布(ProIL模型)和(2)Copula功能(Archimedean类的Copulas),并安装在二维概率分布空间中的实际应用。在随机变量的情况下,考虑了主干和支流的洪波(水流)水文的同时定量特征。本文讨论了多瑙河的具体范围,从匈牙利塞尔维亚边境到Smederevo市,它包括三个重要的支流 - Drava,Tisa和Sava。

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