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Artificial neural networks for estimating daily total suspended sediment in natural streams

机译:人工神经网络估计自然溪流中的每日总悬浮沉积物

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Estimates of sediment loads in natural streams are required for a wide spectrum of water resources engineering problems from optimal reservoir design to water quality in lakes. Suspended sediment constitutes 75-95% of the total load. The nonlinear problem of suspended sediment estimation requires a nonlinear model. An artificial neural network (ANN) model has been developed to predict daily total suspended sediment (TSS) in rivers. The model is constructed as a three-layer feedforward network using the back-propagation algorithm as a training tool. The model predicts TSS rates using precipitation (P) data as input. For network training and testing 240 sets of data sets were used. The model successfully predicted daily TSS loads using the present and past 4 days precipitation data in the input vector with R~2 = 0.91 and MAE = 34.22 mg/L. The performance of the model was also tested against the most recently developed non-linear black box model based upon two-dimensional unit sediment graph theory (2D-USGT). The comparison of results revealed that the ANN has a significantly better performance than the 2D-USGT. Investigation results revealed that the ANN model requires a period of more than 75 d of measured P-TSS data for training the model for satisfactory TSS estimation. The statistical parameter range (x_(min) - x_(max)) plays a major role for optimal partitioning of data into training and testing sets. Both sets should have comparable values for the range parameter.
机译:从最佳水库设计到湖泊水质等各种水资源工程问题,都需要估算自然流中的泥沙负荷。悬浮沉积物占总负荷的75-95%。悬浮泥沙估算的非线性问题需要一个非线性模型。已经开发了人工神经网络(ANN)模型来预测河流中的每日总悬浮沉积物(TSS)。该模型使用反向传播算法作为训练工具构建为三层前馈网络。该模型使用降水(P)数据作为输入来预测TSS速率。为了进行网络培训和测试,使用了240套数据集。该模型使用输入向量中当前和过去4天的降水数据成功预测了每日TSS负荷,R〜2 = 0.91,MAE = 34.22 mg / L。还针对基于二维单位沉积物图论(2D-USGT)的最新开发的非线性黑匣子模型测试了模型的性能。结果比较表明,人工神经网络的性能明显优于2D-USGT。调查结果表明,人工神经网络模型需要一段超过75 d的测量P-TSS数据来训练模型,以使TSS评估令人满意。统计参数范围(x_(min)-x_(max))在将数据最佳划分为训练和测试集方面起着重要作用。两组参数的范围参数应具有可比较的值。

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