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Flood Routing: Improving Outflow Using a New Non-linear Muskingum Model with Four Variable Parameters Coupled with PSO-GA Algorithm

机译:洪水路由:使用具有四种可变参数的新的非线性Muskingum模型来改善流出,其中四个可变参数与PSO-GA算法耦合

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摘要

Flood is one of the most destructive natural disasters that damages people's lives dramatically. Thus, it is crucial for researchers and politicians to research flood routing. The non-linear Muskingum model has been significantly considered by engineers and researchers in flood routing. In this study, in order to increase the accuracy of outflow prediction, the new non-linear Muskingum model, with four variable parameters, is proposed for the first time. In the proposed model, the inflows are divided into three sub-regions, and each of the four hydrologic parameters has a various value in each sub-region. How to select the sub-regions, as well as the values of the hydrologic parameters, is determined by combining both the Particle Swarm Optimization and Genetic Algorithm. The proposed model is studied in four case studies. Compared to the non-linear Muskingum model with three parameters, the amount of sum squared deviation (SSQ) decreased 52 and 6.9% for the first and second case studies, respectively. Compared to the best variable parameter model, the SSQ for the third and fourth case studies reduced 76 and 62%, respectively. The results showed that the SSQ was considerably decreased significantly in all of the four case studies, and the proposed model has superiority over other non-linear Muskingum models, which have been used by other researchers so far.
机译:洪水是最具破坏性的自然灾害之一,损害人们的生活急剧。因此,对研究人员和政治家来研究洪水路线至关重要。非线性麝香模型由洪水路由的工程师和研究人员显着考虑。在本研究中,为了提高流出预测的准确性,第一次提出了具有四个可变参数的新的非线性麝香模型。在所提出的模型中,流入被分成三个子区域,并且四个水文参数中的每一个在每个子区域中具有各种值。如何选择子区域,以及水文参数的值是通过组合粒子群优化和遗传算法来确定的。在四个案例研究中研究了所提出的模型。与具有三个参数的非线性麝香模型相比,第一个和第二案例研究的总和平方偏差(SSQ)的量减少了52和6.9%。与最佳变量参数模型相比,第三和第四案例的SSQ分别减少了76%和62%。结果表明,在四个案例研究中,SSQ显着显着下降,所提出的模型对其他非线性麝香模型具有优势,其其他研究人员已经用于到目前为止。

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