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The application of Improved Back Propagation Neural Network on the determination of river longitudinal dispersion coefficient

机译:改进的BP神经网络在确定河道纵向弥散系数中的应用。

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The Improved Back Propagation Neural Network (IBPN) model was developed to predict the longitudinal dispersion coefficient for natural rivers. The hydraulic variables [mean flow depth (H), flow velocity (u) and shear velocity (u*)] and geometric characteristic [channel width (B)] constituted inputs to the IBPN model, whereas the longitudinal dispersion coefficient (Kx) was the target model output. The model was trained and tested using 23 data sets of hydraulic and geometric parameters, of which first 20 data sets were used to train and validate the model, and the rest data to test. In this model, cross validation theory was applied. To overcome the shortage of the traditional BPN model, the network was designed to determine the optimal weights and thresholds by random sampling at the interval (−1,1) for 1000 times, which would generate an output as close as possible to the target values of the output. The training of the IBPN model was accomplished with the no error fitting and the prediction average relative error was 8.07%. The results indicated that both prediction accuracy and the generalization ability were significantly improved.
机译:建立了改进的反向传播神经网络(IBPN)模型来预测天然河流的纵向弥散系数。水力变量[平均水深(H),流速(u)和剪切速度(u *)]和几何特性[通道宽度(B)]构成了IBPN模型的输入,而纵向色散系数(Kx)为目标模型输出。使用23个水力和几何参数数据集对模型进行了训练和测试,其中前20个数据集用于训练和验证模型,其余数据用于测试。在该模型中,应用了交叉验证理论。为了克服传统BPN模型的不足,该网络被设计为通过以间隔(-1,1)进行1000次随机采样来确定最佳权重和阈值,这将产生尽可能接近目标值的输出输出。 IBPN模型的训练是在无误差的情况下完成的,预测平均相对误差为8.07%。结果表明,预测精度和泛化能力均有明显提高。

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