首页> 外文会议>Hydroinformatics 2006 vol.2 >ESTIMATING THE SEQUENT DEPTH OF A MOVING HYDRAULIC JUMP: A NEURAL NETWORK APPROACH
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ESTIMATING THE SEQUENT DEPTH OF A MOVING HYDRAULIC JUMP: A NEURAL NETWORK APPROACH

机译:估计运动的液压跳跃的深度:一种神经网络方法

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Moving hydraulic jump could be regarded as a special case in unsteady flow, which changes the flow regime and generates a hydraulic discontinuity along the channel. The knowledge of the flow behavior within a reach that retains this phenomenon is quite essential for river flow routing and the management of flow distribution in a network. However, in spite of its practical importance, experimental data are scarce and the application of numerical simulation due to the presence of hydraulic discontinuity is, also, rather complicated. In such circumstances, compiling experimental data and analyzing them by using artificial intelligence (AI) aid to distinguish the parameters that influence the phenomenon. In this research, variety of moving hydraulic jump conditions was produced by generating different hydrographs at the upstream end of a rectangular flume. The compiled experimental data were used for training and testing a multilayer percepetron (MLP) network. This network was capable to estimate the subcritical flow depth at the downstream side of the jump, based on the given discharge and the associated supercritical flow depth. The number of hidden layer(s) processing elements (Pes) of the network and momentum rate (one of the training rule's parameters) were optimized by means of the genetic algorithm (GA). The results indicated that the trained network could be regarded as a useful mean to estimate one of the flow parameters in such complex flow condition. Therefore employing the artificial neural networks (ANNs) to evaluate more experimental and field data, seems to build up the require knowledge to provide a simple yet reliable approach for mixed flow regime.
机译:在非恒定流中,运动的水力跃变可以被视为一种特殊情况,它会改变流动状态并在通道上产生水力不连续性。对于保留这种现象的范围内的水流行为的知识,对于河流水流路径和网络中的水流分布管理非常重要。然而,尽管它具有实际重要性,但实验数据却很少,而且由于存在水力不连续性,数值模拟的应用也相当复杂。在这种情况下,编译实验数据并使用人工智能(AI)进行分析有助于区分影响现象的参数。在这项研究中,通过在矩形水槽的上游端生成不同的水位图来产生各种运动的水力跳跃条件。编译后的实验数据用于训练和测试多层Perpepetron(MLP)网络。该网络能够根据给定的排放量和相关的超临界流动深度,估算跳跃下游的亚临界流动深度。网络的隐藏层处理元素(Pes)的数量和动量速率(训练规则的参数之一)已通过遗传算法(GA)进行了优化。结果表明,在这种复杂的流动条件下,训练有素的网络可被视为评估其中一个流动参数的有用手段。因此,采用人工神经网络(ANN)评估更多的实验数据和现场数据,似乎积累了必要的知识,可为混合流态提供简单而可靠的方法。

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