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Variable Parameter Multilinear Muskingum Method: Case Study on the Danube River

机译:可变参数多线性Muskingum方法:以多瑙河为例

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The Muskingum method is based on a linear relationship between a channela??s storage and inflow and outflow discharges. The applicability of using travel-time discharge relationships to model the variability of the K parameter in a Muskingum routing model was tested. The new parameter estimation method is based on the relationships between the traveltime parameter (K) and the input discharge for the reach of the Danube River between Dev?-n-Bratislava and Medve??ov, which includes the Gab???-kovo hydropower scheme. The variable parametrisation method was compared with the classical approach. The parameter X was taken as the average of its values from a small set of flood waves, K was estimated as a function of the travel-time parameter and discharge, which was optimized for one flood wave. The results were validated using the Nash-Sutcliffe coefficient on 5 floods. The results obtained by these methods were satisfactory and, with their use, one could reduce the amount of data required for calibration in practical applications.
机译:Muskingum方法是基于通道的贮存量与流入和流出流量之间的线性关系。测试了使用行程时间放电关系在Muskingum路由模型中对K参数的可变性进行建模的适用性。新的参数估计方法基于行进时间参数(K)与Dev?-n-Bratislava和Medve ?? ov之间的多瑙河河段输入流量之间的关系,其中包括Gab ???-kovo水电计划。将可变参数化方法与经典方法进行了比较。参数X取为一小批洪水波的平均值,K估计为行进时间参数和流量的函数,并针对一个洪水波进行了优化。使用Nash-Sutcliffe系数对5次洪水进行了验证。通过这些方法获得的结果是令人满意的,并且随着它们的使用,可以减少实际应用中校准所需的数据量。

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