首页> 外文会议>21st CSCE Canadian Hydrotechnical Conference 2013: Including Recent Flood Management Lessons in Canada >FLOW CHARACTERISTICS OF HYDRAULIC JUMP IN HORIZONTAL AND SLOPING CHANNELS USING ARTIFICIAL NEURAL NETWORK
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FLOW CHARACTERISTICS OF HYDRAULIC JUMP IN HORIZONTAL AND SLOPING CHANNELS USING ARTIFICIAL NEURAL NETWORK

机译:人工神经网络在水平和滑坡通道中液压跳跃的流动特性

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摘要

The phenomenon of hydraulic jump in horizontal and sloping channel is so complex that despite considerable laboratory and prototype studies, estimation of its main characteristics in a generalized form is still difficult. The artificial neural network (ANN) approach would limit the need for costly and time consuming experiments. In the current study, many ANN models using multi-layer perceptron, invoking a back propagation algorithm (MLP/BP) and radial basis function using competitive learning (RBF/CL), were tried to predict the sequent depth, horizontal jump length, and relative energy loss of jumps in horizontal and sloping positive and adverse channels. Based on a pre-specified range of jump parameters, the input vector included upstream channel slope and inlet Froude number while the output vector included sequent depth, jump length and energy dissipation; were generated from the experimental data of different previous studies. A (2-6-3) MLP/BP model was concluded to be the optimal configuration amongst all other models regarding model performance. The predicted values of the model agree well with measurements and provided accurate prediction comparable to other empirical and/or theoretical equations. Sensitivity analysis was performed to investigate the importance of each input on the three output parameters.
机译:水平和倾斜通道中的水力跳跃现象非常复杂,以至于尽管进行了大量的实验室和原型研究,但仍难以以广义形式估算其主要特征。人工神经网络(ANN)方法将限制对昂贵且耗时的实验的需求。在当前的研究中,尝试了使用多层感知器的许多ANN模型,调用反向传播算法(MLP / BP)和使用竞争性学习(RBF / CL)的径向基函数来预测后续深度,水平跳变长度和在水平和倾斜的正向和反向通道中跳跃的相对能量损失。根据预先指定的跳跃参数范围,输入向量包括上游通道斜率和入口弗洛德数,而输出向量包括后续深度,跳跃长度和能量耗散;从先前不同研究的实验数据中得出。结论(2-6-3)MLP / BP模型是所有其他关于模型性能的模型中的最佳配置。模型的预测值与测量值非常吻合,并提供了可与其他经验和/或理论方程相比的准确预测。进行了敏感性分析,以调查每个输入对三个输出参数的重要性。

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