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Development of warm initial solution approaches to improve the quality of Pareto optimal solutions in water distribution network design

机译:开发温暖的初始解决方案以提高供水网络设计中帕累托最优解决方案的质量

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Water distribution network (WDN) optimization design have been applied various metaheuristic optimization algorithms (i.e., genetic algorithm, particle swarm optimization, harmony search algorithm, and etc.) and have been efforts to improve the final solution quality. In contrast, in multi-objective problem framework, these kinds of efforts are lacking compared to other fields such as mathematics and other civil infrastructure designs. Therefore, in this study, we developed five approaches to improving the quality of the final solution to a WDN design problem: three warm initial solution approaches, collectively referred to as single-multi-optimization approaches (SMO-1, SMO-2, and SMO-3); a post-optimization approach, referred to as multi-single-optimization (MSO); and (3) a guided search approach based on engineering knowledge, referred to as guided search optimization (GSO). The approaches were embedded within the multi-objective harmony search (MOHS) framework and used to find Pareto optimal designs for well-known benchmark networks considering two objectives such as network construction cost and system resilience. The final results were compared using two kinds of performance indices represented the solution diversity and convergence. The application results show that the proposed warm initial solution approaches make better final Pareto solutions and improve performance of optimization compared to other metaheuristic optimization algorithms in terms of computational efficiency.
机译:配水网(WDN)优化设计已应用了各种元启发式优化算法(即遗传算法,粒子群优化,和声搜索算法等),并一直在努力提高最终解决方案的质量。相反,在多目标问题框架中,与数学和其他民用基础设施设计等其他领域相比,缺乏这种努力。因此,在本研究中,我们开发了五种方法来改善WDN设计问题的最终解决方案的质量:三种温暖的初始解决方案方法,统称为单多次优化方法(SMO-1,SMO-2和SMO-3);后优化方法,称为多单优化(MSO); (3)基于工程知识的导引搜索方法,称为导引搜索优化(GSO)。这些方法被嵌入到多目标和谐搜索(MOHS)框架中,并用于考虑到两个目标(例如网络建设成本和系统弹性)来为知名基准网络找到Pareto最优设计。使用两种代表了解决方案多样性和收敛性的性能指标对最终结果进行了比较。应用结果表明,与其他元启发式优化算法相比,本文提出的热初始解方法可以提供更好的最终Pareto解并提高优化性能。

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