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A fuzzy-logic based evolutionary multiobjective approach for automated distribution networks management

机译:基于模糊逻辑的进化多目标自动化配电网管理方法

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In this paper, a methodology to treat constrained scheduling problems based on the repeated application of a fuzzy-logic-based multiobjective algorithm is presented. The application domain is that of automated distribution systems management. In particular, the problem of voltage regulation and power loses minimization is here considered. The classical formulation of the problem of optimal control of shunt capacitor banks and under load tap changers, ULTC, located at high voltage/medium voltage (HV/MV) substations has been coupled with the optimal control of tie-switches and capacitor banks on the feeders of a large radially operated meshed distribution system with the aim of attaining minimum power losses and the flattening of the voltage profile. The considered formulation requires the optimisation of two objectives; therefore the use of adequate multiobjective heuristic optimisation methods is needed. The heuristic strategy used for the optimisation is an evolutionary algorithm in which the objectives formulation is based on fuzzy sets theory. After a brief description of the general problem of multiobjective optimisation in automated distribution networks management problems, the most recent papers on the topic are reported and commented. Then, the problem if formulation and the solution algorithm are described in detail. Finally, test results on a large distribution system are reported. They demonstrate that the proposed formulation and approach are effective and feasible for finding a good dispatching schedule for the considered system.
机译:本文提出了一种基于重复应用基于模糊逻辑的多目标算法来解决约束调度问题的方法。应用程序域是自动分发系统管理的域。特别地,这里考虑了电压调节和功率损耗最小化的问题。对位于高压/中压(HV / MV)变电站的并联电容器组和有载分接开关ULTC的最优控制问题的经典表述,与对拉杆开关和电容器组的最优控制相结合。大型径向网状配电系统的馈线,目的是获得最小的功率损耗和电压曲线的平坦化。考虑的公式化需要两个目标的优化;因此,需要使用适当的多目标启发式优化方法。用于优化的启发式策略是一种进化算法,其中目标表述基于模糊集理论。在简要介绍了自动化配电网管理问题中的多目标优化的一般问题之后,对该主题的最新论文进行了报道和评论。然后,详细描述配方问题和求解算法。最后,报告了在大型配电系统上的测试结果。他们证明,所提出的公式和方法对于为所考虑的系统找到良好的调度时间表是有效且可行的。

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