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文章摘要
基于博弈方法的含源配电网状态检修优化
The Maintenance Decision Optimization for Distribution Networks With DG Based on Game Theory
Received:April 26, 2018  Revised:April 26, 2018
DOI:10.19753/j.issn1001-1390.2019.016.016
中文关键词: 配电网检修  博弈论 负荷转移  分布式电源 不确定性  鲁棒性
英文关键词: condition-based  maintenance, game  theory, load  transfer, DG, uncertainty ,robustness
基金项目:
Author NameAffiliationE-mail
Guo Tengyun* State Grid Jibei Electric Power Company Zhangjiakou Electric Company gty1990@yeah.net 
Song Fangfang State Grid Jibei Electric Power Company Zhangjiakou Electric Company sfangsmile@163.com 
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中文摘要:
      配电网检修是保证供电可靠性和经济性的重要手段。本文以状态检修为背景,首先,通过对设备运行态与检修态的矛盾分析,构建了以检修支出和故障支出为支付函数,以设备层和网层主体为博弈参与者,以检修设备数目、检修方案和检修设备集为博弈手段的配电网检修决策博弈模型,用以解决检修决策中设备状态与配电网整体利益的矛盾,同时以博弈理论给出考虑分布式电源出力波动下的负荷转移方案,将二者统一于两阶段的配电网检修过程中;然后,通过对设备故障率的变化分析,给出了一种动态检修设备集的确定方法,并以此为基础,给出了求解检修博弈模型的启发式算法;最后通过对IEEE 33节点配电系统的仿真分析,验证了本文提出方法的有效性,并对本文方案进行了对比分析和鲁棒性分析。
英文摘要:
      The maintenance of distribution network is one of the important means to ensure the reliability and economy of power supply. Under the background of the condition based maintenance, In this paper, a game model of distribution network maintenance decision-making is established based on the analysis of the contradiction between equipment operating state and maintenance state. In this model, the maintenance expenses and failure costs are as a function of payment, the device layer and the network layer are the main players, and the number of equipment maintenance, overhaul and maintenance equipment set are taken as a game means. This model is used to solve the contradiction between the state of equipment and the overall interests of the distribution network in the maintenance decision, at the same time, the load transfer scheme considering the output fluctuation of distributed generation is given by the game theory. Based on the analysis of the variation of equipment failure rate, a method for determining the set of dynamic maintenance equipment is presented. Meanwhile, a heuristic algorithm for solving the model of maintenance and repair is presented. Finally, the validity and rationality of the optimization algorithm and the decision method are verified by the simulation analysis of the IEEE 33 node distribution system, and comparative analysis and robustness analysis are carried out in this paper.
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