首页> 外文期刊>Latin America Transactions, IEEE (Revista IEEE America Latina) >A Multi-objective Swarm Intelligence Approach for Field Crews Patrol Optimization in Power Distribution Systems Restoration
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A Multi-objective Swarm Intelligence Approach for Field Crews Patrol Optimization in Power Distribution Systems Restoration

机译:配电系统恢复中现场机组巡逻优化的多目标群智能方法

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A fault on a power distribution system may cause electricity interruption for several consumers, so a good restoration plan is required to decrease such interruptions duration and, consequently, assure the quality of service. Among the measures for service restoration, there is the dispatch of inspection and maintenance crews. The routing of these teams can be classified as a case of the multiple traveling salesman problem. Although involved in series of decision problems, the power distribution system maintenance crews routing is addressed, in the most part of the literature, as a single-objective problem, an instance of a multi-objective one, or as a multi-objective aggregating approach, which generates a single solution in an optimization run, in contrast with the set of equally good solutions, known as Pareto set, the result of a multi-objective problem. In this paper, a Pareto based multi-objective discrete particle swarm optimization approach was applied with the aim of reducing the patrol duration and also the total crews displacement. Wherein the concept of epsilon-dominance was used to update the set of non-dominated solutions, resulting in a good spreading and convergence of them. To promote an uniform exploration of the Pareto set, the selection of the local leaders of the archive was based on square root distance metrics. The Dijkstra algorithm was employed to find the shortest path between two consecutive points of the route of each team. As a result, a set of solutions were obtained for the routing of maintenance crews for power distribution system restoration.
机译:配电系统的故障可能会导致多个用户的用电中断,因此需要制定良好的恢复计划以减少此类中断持续时间,从而确保服务质量。在恢复服务的措施中,有派遣检查和维护人员的措施。这些团队的路由可以归类为多重旅行商问题的情况。尽管涉及一系列决策问题,但配电系统维护人员的路由在大多数文献中都是作为单目标问题,多目标实例或多目标聚合方法来解决的。 ,与多目标问题的结果称为Pareto集的一组同样好的解决方案形成对比,它在优化过程中生成单个解决方案。在本文中,基于帕累托的多目标离散粒子群优化方法被应用,目的是减少巡逻时间,并减少全体人员的位移。其中ε支配的概念用于更新非支配解的集合,从而使它们很好地扩展和收敛。为了促进对帕累托集的统一探索,基于平方根距离度量标准来选择档案馆的本地领导者。 Dijkstra算法用于查找每个团队路线的两个连续点之间的最短路径。结果,获得了一套解决方案,用于路由维护人员进行配电系统恢复。

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