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首页> 外文期刊>Environmental earth sciences >Predicting water sorptivity coefficient in calcareous soils using a wavelet-neural network hybrid modeling approach
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Predicting water sorptivity coefficient in calcareous soils using a wavelet-neural network hybrid modeling approach

机译:采用小波神经网络混合杂交造型方法预测钙质土壤中的水吸附系数

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Sorptivity (S) coefficient is a measure of liquid absorption/desorption tendency of a porous medium by the capillary. It is a crucial component in hydrological modeling. Since its measurement is usually time-consuming and labor-intensive, the available data sets suffer from the lack of S coefficient. Therefore, its prediction through utilizing efficient numerical approaches (e.g., artificial neural networks, ANNs) has been received increased attention. For this purpose, the wavelet neural network (WNNs) with various wavelet types and decomposition levels was employed. The results were compared to that of two well-known NNs (multilayer perceptron, MLPNNs, and radial-basis function, RBFNNs) and multiple linear regression (MLR). Input attributes consisted of electrical conductivity, pH, initial water content, bulk density, mean weight diameter, geometric mean diameter, organic matter, and calcium carbonate equivalent of a 100-total data set. The performances of the approaches were demonstrated using the field data sets. Correlation-coefficient (R), root mean square error (RMSE), mean absolute percentage error (MAPE), and Nash-Sutcliffe efficiency coefficient (NSE) for test data set were 0.87, 0.015, 8.78, and 0.752 for RBFNNs; 0.92, 0.009, 7.19, and 0.798 for MLPNNs; 0.94, 0.005, 6.28, and 0.846 for WNNs, and 0.85, 0.097, 12.70, and 0.515 for MLR, respectively. The WNNs and in particular the 'sym2 ' wavelet function with decomposition level three was able to achieve accurate estimates. The NN models were ranked as RBFMLPWNN; WNNMLPRBF; MLPWNNRBF in terms of easy usability, accuracy and computational time, and cost-effectiveness, respectively. Regarding the predictions obtained, it can be concluded that the applied WNN model is a more efficient tool than the other models to predict S coefficient.
机译:吸附性系数是毛细管通过毛细管的多孔介质的液体吸收/解吸趋势的量度。它是水文建模中的重要组成部分。由于其测量通常是耗时和劳动密集型的,因此可用的数据集遭受缺乏S系数。因此,通过利用有效的数字方法(例如,人工神经网络,ANN)的预测得到了增加的关注。为此目的,采用小波神经网络(WNN)具有各种小波类型和分解水平。将结果与两个众所周知的NNS(MultiDayer Perceptron,MLPNN和径向基函数,RBFNN)和多元线性回归(MLR)进行比较。输入属性由电导率,pH,初始水含量,堆积密度,平均直径,几何平均直径,有机物和碳酸钙等于100总数据集。使用现场数据集来证明方法的性能。相关系数(R),均方根误差(RMSE),平均绝对误差百分比(MAPE),和Nash-萨克利夫效率系数(NSE),用于测试数据集分别为0.87,0.015,8.78和0.752为RBFNNs; 0.92,0009,7.19和0.798用于MLPNNS; WNN为0.94,0.005,6.28和0.846分别为0.85,0.097,12.70和0.515的MLR。 WNN和特别是“Sym2”小波函数,具有分解级别三级,可以实现准确的估计。 NN模型被排名为RBF& MLP& Wnn; Wnn& mlp& rbf; MLP& Wnn& RBF分别在易用性,准确性和计算时间和成本效益方面。关于获得的预测,可以得出结论,所应用的Wnn模型是比其他模型更有效的工具,以预测S系数。

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