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作 者:Mahdi Sedighkia Manizheh Jahanshahloo Bithin Datta
机构地区:[1]College of Science,James Cook University,Townsville,QLD 4814,Australia [2]Irrigation Department,College of Agriculture,University of Tehran,Tehran 14792,Iran
出 处:《International Journal of Sediment Research》2024年第3期305-316,共12页国际泥沙研究(英文版)
摘 要:Increasing sediment yield is one of the important environmental challenges in river basins resulting from changing land use.The current study develops an adaptive neuro fuzzy inference system(ANFIS)hybridized with evolutionary algorithms to predict annual sediment yield at the catchment scale considering some key factors affecting the alteration of the sediment yield.The key factors consist of the area of the sub-catchments,average slope of the sub-catchments,rainfall,and forest index,and the output of the model is sediment yield.Several indices such as the Nash–Sutcliffe efficiency(NSE),root mean square error and vulnerability index(Ⅵ)were applied to evaluate the performance of the models.Moreover,hybrid models were compared in terms of complexities to select the best approach.Based on the results in Talar River basin in Iran,several hybrid models in which particle swarm optimization(PSO),genetic algorithm,invasive weed optimization,biogeography-based optimization,and shuffled complex evolution used to train the neuro fuzzy network are able to generate reliable sediment yield models.The NSE of all previously listed models is more than 0.8 which means they are robust for assessing sediment yield resulting from land use change with a focus on deforestation.The proposed models are fairly similar in terms of computational complexities which implies no priority for selecting the best model.However,PSO-ANFIS performed slightly better than the other models especially in terms of accuracy of the outputs due to a high NSE(0.92)and a low Ⅵ(1.9 Mg/ha).Using the proposed models is recommended due to the lower required time and data compared to a physically based models such as the The Soil and Water Assessment Tool.However,some drawbacks restrict the application of the proposed model.For example,the proposed models cannot be used for small temporal scales.
关 键 词:Sediment yield Catchment scale Neuro fuzzy systems Evolutionary algorithms Hybrid models
分 类 号:TV149[水利工程—水力学及河流动力学]
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