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Considering Actual Pipe Connections in Water Distribution Network Analysis

机译:在配水管网分析中考虑实际管道连接

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The classical assumption of representing total demand along a pipe as two lumped withdrawals at its terminal nodes is hitherto common. It is a simplification of the network topology which is useful in order to drastically reduce the number of nodes during network simulation. Conversely, this simplification does not preserve energy balance equation of pipes and, for this reason, it is an approximation that could generate significant head loss errors. This paper presents a modification of the global gradient algorithm (GGA) which entails an enhancing of GGA (EGGA) permitting the effective introduction of the lumped nodal demands, without forfeiting correctness of energy balance, by means of a pipe hydraulic resistance correction. The robustness and convergence properties of the algorithm are compared with those of the classical GGA. Furthermore, the effectiveness of EGGA is demonstrated by computing the network pressure status under different configurations of the connections along the pipes of a test network.
机译:迄今为止,经典的假设是沿管道总需求表示为在终端节点处的两个集总撤回。这是网络拓扑的简化,对于在网络仿真过程中大大减少节点数很有用。相反,这种简化不能保留管道的能量平衡方程,因此,这是一个近似值,可能会产生较大的压头损失误差。本文提出了对全局梯度算法(GGA)的修改,其中包括对GGA(EGGA)的增强,允许通过管道液压阻力校正有效引入集总节点需求,而不会丧失能量平衡的正确性。将算法的鲁棒性和收敛性与经典GGA进行了比较。此外,通过计算沿测试网络管道的连接的不同配置下的网络压力状态,可以证明EGGA的有效性。

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