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A Novel Method for Gradually Varied Subcritical Flow Simulation in GeneralChannel Networks

机译:一种新的逐渐变化亚临界流模拟中的一种方法

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A novel method is proposed for subcritical flow modeling in channel networks usingthe implicit finite-difference method which prevails in simulating gradually variedflows. The method is proposed to take account of the backwater effects at thejunction points based on junction-point water stage prediction and correction(JPWSPC) and is applicable to flows in both looped and non-looped channelnetworks, even if the flows are tidal. The method is implemented in a numericalmodel, in which the Saint-Venant equations are discretized using the four-pointimplicit Preissmann scheme and the resulting nonlinear system of equations is solvedusing the Newton-Raphson method. The solving procedure has no difference frommodeling single branches one by one except for simple junction-point water stageprediction and correction, which guarantees the simplicity, efficiency and robustnessof the JPWSPC method. The model is applied to two hypothetic channel networksand a real river network in the south of China. All the networks are branched and alsolooped. Great agreement between the results and those from literature or observeddata reveals the accuracy.
机译:一种新的方法,用于使用隐式有限差分方法在信道网络中进行亚临界流量建模,其在逐渐衍生中普遍存在。提出该方法考虑基于结点水级预测和校正(JPWSPC)的所晶点的反水效应,并且适用于循环和非循环通道网络中的流量,即使流动是潮汐。该方法在数值模型中实现,其中使用四分之为普通的预曼方案离散地区分开的方程,并且所得到的方程的非线性系统被求象地呈现Newton-Raphson方法。除了简单的接合点水位预测和校正之外,求解程序逐个逐一的差异,除了简单的结点水位预测和校正,这保证了JPWSPC方法的简单性,效率和鲁棒性。该模型应用于中国南部的两个假设渠道网络和一个真正的河流网络。所有网络都是分支和Alsolooped。结果与文学或观察到的结果之间的巨大一致性揭示了准确性。

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