多目标多周期分布式发电的最佳地点和规模以及网络重组

Ghulam Abbas, Zhi Wu, Aamir Ali
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引用次数: 0

摘要

虽然大量研究都集中在通过最大化分布式发电(DG)集成或在特定时间进行网络重新配置来增强配电网络,但仍有必要进一步研究同时优化网络重新配置和分布式发电分配的问题。为了降低能源输送成本、能源损耗成本和电压偏差,本研究给出了动态多目标网络重构以及可调度和不可调度 DG 的选址和大小。研究采用了广泛使用的 IEEE 33 总线和大规模 118 总线径向测试系统,同时考虑了阳光辐照和负荷的时序波动。为了解决多周期优化 DG 分配和重新配置的挑战,同时降低能源供应成本、能源损耗成本和电压偏差,实现了一种新颖的多目标双向协同进化算法(BiCo)。为了更好地进行探索和利用,所提出的算法结合了约束支配原理,借助基于角度的新颖密度部分,从可行和不可行搜索空间中演化出种群。仿真结果表明,所提出的方法在一次仿真运行中就能发现大量均匀分布的非支配解,其性能优于之前发布的多目标进化算法(MOEAs)。此外,该方法还应用了模糊集理论,以便在最终获得的非主导解中找到最佳折中解。结果表明,帕累托解决方案显著改善了系统的电压曲线,与基线情况相比,节省了 22% 以上的成本,在电压偏差和功率损耗方面的改善幅度超过 80%。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Multi‐objective multi‐period optimal site and size of distributed generation along with network reconfiguration
While extensive research has focused on enhancing distribution networks through either maximizing Distributed Generation (DG) integration or network reconfiguration at specific times, there is a need for further investigation into concurrently optimal network reconfiguration and DG allocation. To reduce the cost of energy delivered, the cost of energy loss, and voltage deviation, this study gives a dynamic multi‐objective network reconfiguration together with siting and sizing of dispatchable and non‐dispatchable DGs. The widely used IEEE 33‐bus and a large‐scale 118‐bus radial test system are employed while considering the time sequence fluctuations in sunlight irradiation and load. To address the pointed‐out challenge of multiperiod optimal DG allocation and reconfiguration while simultaneously decreasing the cost of energy supplied, the cost of energy lost, and the voltage deviation, a novel Multi‐objective Bidirectional co‐evolutionary algorithm (BiCo) is implemented. For better exploration and exploitation, the proposed algorithm integrating the constraint domination principle evolves the population from the feasible and infeasible search space with the help of a novel angle‐based density section. Simulation results demonstrate that the proposed approach outperforms previously published Multi‐objective Evolutionary Algorithms (MOEAs) by discovering a vast collection of uniformly spaced non‐dominated solutions in a single simulation run. Further, a fuzzy set theory is applied to find the best compromise solution among obtained final non‐dominated solutions. The results establish that the Pareto solutions significantly improved the system's voltage profile, with savings of over 22% compared to the baseline case and an exceptional improvement of over 80% in voltage deviation and power loss.
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