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Simple, Robust, and Efficient Algorithm for Gradually Varied Subcritical Flow Simulation in General Channel Networks

机译:简单,稳健和高效的通用信道网络中逐渐变化的亚临界流模拟算法

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This paper details the development of a method for subcritical flow modeling in channel networks by using the implicit finite-difference method. The method treats backwater effects at the junction points on the basis of junction-point water stage prediction and correction (JPWSPC). It is applicable to flows in both looped and nonlooped channel networks and has no requirement on the flow directions. The method is implemented in a numerical model, in which the Saint-Venant equations are discretized by using the four-point implicit Preissmann scheme, and the resulting nonlinear system of equations is solved by using the Newton-Raphson method. With the help of JPWSPC, each branch is computed independently. This guarantees the simplicity, efficiency, and robustness of the numerical model. The model is applied to two hypothetic channel networks and a real-life river network in South China. All the networks contain both branched and looped structures. The simulated results compare well with the results from literature or the measurements.
机译:本文详细介绍了一种使用隐式有限差分法的渠道网络中亚临界流建模方法的开发。该方法基于交汇点水位预测和校正(JPWSPC)处理交汇点的回水影响。它适用于环路和非环路通道网络中的流,并且对流向没有要求。该方法在数值模型中实现,其中使用四点隐式Preissmann方案离散化Saint-Venant方程,并使用Newton-Raphson方法求解所得的非线性方程组。借助JPWSPC,每个分支都是独立计算的。这保证了数值模型的简单性,效率和鲁棒性。该模型被应用于中国南部的两个假想河网和一个现实生活的河网。所有网络都包含分支结构和环状结构。模拟结果与文献或测量结果相吻合。

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