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Simulation of groundwater level variations using wavelet combined with neural network, linear regression and support vector machine

机译:结合神经网络,线性回归和支持向量机的小波模拟地下水位变化

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Simulation of groundwater level (GWL) fluctuations is an important task in management of groundwater resources. In this study, the effect of wavelet analysis on the training of the artificial neural network (ANN), multi linear regression (MLR) and support vector regression (SVR) approaches was investigated, and the ANN, MLR and SVR along with the wavelet-ANN (WNN), wavelet-MLR (WLR) and wavelet-SVR (WSVR) models were compared in simulating one-month-ahead of GWL. The only variable used to develop the models was the monthly GWL data recorded over a period of 11 years from two wells in the Qom plain, Iran. The results showed that decomposing GWL time series into several sub-time series, extremely improved the training of the models. For both wells 1 and 2, the Meyer and Db5 wavelets produced better results compared to the other wavelets; which indicated wavelet types had similar behavior in similar case studies. The optimal number of delays was 6 months, which seems to be due to natural phenomena. The best WNN model, using Meyer mother wavelet with two decomposition levels, simulated one-month-ahead with RMSE values being equal to 0.069 in and 0.154 m for wells 1 and 2, respectively. The RMSE values for the WLR model were 0.058 m and 0.111 m, and for WSVR model were 0.136 in and 0.060 in for wells 1 and 2, respectively. (C) 2016 Elsevier B.V. All rights reserved.
机译:地下水水位(GWL)波动的模拟是管理地下水资源中的重要任务。在这项研究中,研究了小波分析对训练人工神经网络(ANN),多线性回归(MLR)和支持向量回归(SVR)方法的影响,并将ANN,MLR和SVR与小波一起在模拟GWL提前一个月的过程中,比较了ANN(WNN),小波MLR(WLR)和小波SVR(WSVR)模型。用于开发模型的唯一变量是伊朗库姆平原两口井在11年内记录的每月GWL数据。结果表明,将GWL时间序列分解为几个子时间序列,极大地改善了模型的训练。与其他小波相比,对于1和2井,Meyer和Db5小波产生了更好的结果。表明小波类型在相似的案例研究中具有相似的行为。最佳延迟时间为6个月,这似乎是自然现象造成的。最好的WNN模型使用具有两个分解级别的Meyer母波,对1口井和2口井的RMSE值分别等于0.069 in和0.154 m提前了一个月。 1井和2井的WLR模型的RMSE值分别为0.058 m和0.111 m,而WSVR模型的RMSE值分别为0.136 in和0.060 in。 (C)2016 Elsevier B.V.保留所有权利。

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