Determining the parameters of different Muskingum models with chimp optimization algorithm and verifying them using the Daechung flood of 2014 and 2018

IF 5.7 3区 环境科学与生态学 Q1 WATER RESOURCES
Farshad Haiati, Behrouz Yaghoubi, Sara Nazif
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引用次数: 0

Abstract

The Muskingum model (MM) is widely used for flood routing due to its simplicity and low cost. In the Muskingum method, parameters are determined based on flood data measured by upstream and downstream hydrometric stations. During the next flood event, based on the hydrograph of the inflow to the river basin and the parameters of the Muskingum model of the previous flood, the hydrograph of the outflow from the basin is predicted. Therefore, the accuracy of the Muskingum model becomes important in flood forecasting. In this research, in addition to presenting a new nonlinear Muskingum model of the fifth type with lateral flow (NLMM5-L), the accuracy of different nonlinear Muskingum models for forecasting Daechung 2018 flood based on Daechung 2014 flood and its Muskingum model parameters is evaluated. The chimp meta-heuristic algorithm has been used to determine the parameters of different Muskingum models, which are defined as optimization problems. The value of the objective function for Wilson's case study in the NLMM5-L model is determined to be 1.34 (m3/s)2, which compared to previous research models, the NLMM5-L model performs very well. The number of decision variables in this model is 10. Different types of the Muskingum models i.e. NLMM1, NLMM2, NLMM3, NLMM4, NLMM5 and NLMM5-L are used for routing the Daechung 2014 flood and the value of the objective function for these models is determined to be 57.60, 56.76, 57.63, 54.75, 23.06 and 13.82(m3/s)2, respectively. The Daechung 2018 flood is predicted based on the parameters of the mentioned models. In the Daechung flood case study, it is found that the Muskingum model, which is more accurate in the parameter estimation and flood routing stage, is not necessarily more accurate in predicting the desired flood.

用黑猩猩优化算法确定不同麝香模型的参数,并以2014年和2018年大中洪水为例进行验证
Muskingum模型(MM)由于其简单和低成本而被广泛应用于洪水路由。在Muskingum方法中,参数是根据上游和下游水文站测量的洪水数据确定的。在下次洪水发生时,根据流域入流的水文曲线和前一次洪水的Muskingum模型参数,预测流域出流的水文曲线。因此,在洪水预报中,Muskingum模式的准确性变得非常重要。本研究提出了一种新的非线性第5型横向流Muskingum模型(NLMM5-L),并基于2014年大中洪水及其Muskingum模型参数,对不同非线性Muskingum模型预测2018年大中洪水的精度进行了评价。利用黑猩猩元启发式算法确定不同Muskingum模型的参数,并将其定义为优化问题。在NLMM5-L模型中,Wilson案例研究的目标函数值确定为1.34 (m3/s)2,与以往的研究模型相比,NLMM5-L模型表现良好。该模型中决策变量的个数为10。采用不同类型的Muskingum模型NLMM1、NLMM2、NLMM3、NLMM4、NLMM5和NLMM5- l对大中2014年洪水进行路由,确定模型的目标函数值分别为57.60、56.76、57.63、54.75、23.06和13.82(m3/s)2。根据上述模型的参数对2018年大中洪水进行了预测。在大中洪水的实例研究中发现,Muskingum模型在参数估计和洪水调度阶段更为准确,但在预测所需洪水时并不一定更准确。
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来源期刊
Applied Water Science
Applied Water Science WATER RESOURCES-
CiteScore
9.90
自引率
3.60%
发文量
268
审稿时长
13 weeks
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