Alireza Emadi, Sarvin Zamanzad-Ghavidel, Arezoo Boroomandnia, Sina Fazeli, Reza Sobhani
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引用次数: 0
摘要
摘要人工水库的水储量不足对满足人类的各种需求提出了严峻的挑战,特别是在水资源短缺时期。在本研究中,在月累积降雨量(MCR)、雪水当量(SWE)、河流流量(SF)、平均温度(T)、蒸发皿蒸发量(Ep)、泥沙冲刷闸门出口(SFGO)、压力管道流出量(PO)、蒸发损失(EL)、累计非计划流量(CNSD)、活库容(LSV)、水面面积(WSA)、月水位(MWL)、总分配水量(TAW)、和2001-2021年期间的发电量(GP)变量。TO的估计是通过单个和小波发展(W-developed)数据挖掘方法完成的,包括人工神经网络(ann)、小波- ann (wns)、自适应神经模糊推理系统(ANFIS)、小波-ANFIS (WANFIS)、基因表达编程(GEP)和小波-GEP (WGEP)。基于库区入口要素、库区出口要素、库区消纳、库区储存特征、气候、能源等情景,WGEP1-WGEP6模型的RMSE分别为5.917、2.319、4.289、8.329、10.713和978.9万m3 (MCM)。研究表明,将小波理论与个体模型相结合,可以有效地提高to估计的建模性能。
Modeling the total outflow of reservoirs using Wavelet-developed approaches: a case study of the Mahabad Dam reservoir, Iran
Abstract Lack of water reserves in artificial reservoirs poses serious challenges in meeting various human requirements, especially during periods of water scarcity. In the current research, the Total Outflow (TO) of the Mahabad Dam reservoir has been estimated under six scenarios including the Monthly Cumulative Rainfall (MCR), Snow Water Equivalent (SWE), Stream Flow (SF), Mean Temperature (T), Pan Evaporation (Ep), Sediment Flushing Gate Outlet (SFGO), Penstock Outflow (PO), Evaporation Losses (EL), Cumulative Non-Scheduled Discharge (CNSD), Live Storage Volume (LSV), Water Surface Area (WSA), Monthly Water Level (MWL), Total Allocated Water (TAW), and Generated Power (GP) variables for the 2001–2021 period. Estimation of TO is accomplished via individual and wavelet-developed (W-developed) data-mining approaches, including Artificial Neural Networks (ANNs), wavelet-ANNs (WANNs), adaptive neuro-fuzzy inference system (ANFIS), wavelet-ANFIS (WANFIS), Gene Expression Programming (GEP), and wavelet-GEP (WGEP). The obtained values of RMSE for WGEP1–WGEP6 models account for 5.917, 2.319, 4.289, 8.329, 10.713, and 9.789 million cubic meters (MCM), respectively, based on the following scenarios: reservoir inlet elements, reservoir outlet elements, consumption, storage characteristic, climate, and energy. This research revealed that combining the wavelet theory (WT) with individual models can be a powerful method to improve the modeling performance in the TO estimation.