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Modeling and Optimizing for Design Problem of Multi-source Pumping Tree-type Pipe Network

机译:多源抽水树型管网设计问题的建模与优化

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An optimal mathematical model of multi-source pumping tree-type pipe network is established,in which the investment and operating cost are all taken as objective function,and the restrictions to the water quantity,pressure,and flow velocity are taken as constraint conditions. Through analysis applying graph theory knowledge, the essence of pipe layout optimization for multi-sources tree-type pipe network is searching for a group of optimal subtrees based on preliminary connection graph of pipe network. In the complete optimization of pipe network, the pipe layout mode and pipe diameter are needed to optimize simultaneously,so the dual coding genetic algorithm combining binary coding with integer coding is adopted. The tree-type pipe network have the tree character in the graph theory,according to the feature,method based on cycle is adopted in the operational process of binary coding, the parthenogenetic operation is designed to produce new individual, the infeasible solutions are avoided.
机译:建立了多源抽油树型管网的优化数学模型,以投资和运行成本均作为目标函数,以水量,压力,流速的约束为约束条件。通过应用图论知识进行分析,多源树型管网的管道布局优化的实质是根据管网的初步连接图寻找一组最优子树。在管网的全面优化中,需要同时优化管布局方式和管径,因此采用二进制编码与整数编码相结合的双重编码遗传算法。树状管网在图论中具有树状特征,根据特点,在二进制编码的运算过程中采用了基于循环的方法,设计了孤雌运算来产生新的个体,避免了不可行的解决方案。

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