计及冲击风险及分布熵的电网连锁故障预测
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  • 英文篇名:Grid cascading failure prediction considering impact risk and distribution entropy
  • 作者:余梦天 ; 熊炜
  • 英文作者:YU Mengtian;XIONG Wei;School of Electrical Engineering, Guizhou University;
  • 关键词:电网连锁故障 ; 冲击风险 ; 分布熵 ; 多属性决策 ; 事故链
  • 英文关键词:grid cascading failure;;impact risk;;distribution entropy;;multi-attribute decision;;accident chain
  • 中文刊名:DLQB
  • 英文刊名:Electric Power Science and Engineering
  • 机构:贵州大学电气工程学院;
  • 出版日期:2019-05-28
  • 出版单位:电力科学与工程
  • 年:2019
  • 期:v.35;No.229
  • 语种:中文;
  • 页:DLQB201905004
  • 页数:7
  • CN:05
  • ISSN:13-1328/TK
  • 分类号:23-29
摘要
电网连锁故障预测有利于预防大停电事故的发生。为了弥补现有电网连锁故障预测中未计及线路故障退出运行后系统均匀性的不足,提出了计及电网故障过程中的冲击风险及故障后电网均匀状态的电网连锁故障预测方法。考虑节点关联度,引入电压波动熵的概念,用以准确描述关键线路退出后电网的电压波动情况;运用熵理论,对断线后电网电压分布和有功分布进行分析,克服了以往连锁故障预测未计及电网均匀性的缺陷。采用离差最大化灰色关联,综合考虑线路自身重要性、冲击风险指标以及分布熵指标。通过RTS-79系统仿真,得出了风险值较高的连锁故障链,结果证明该模型实际有效。
        Grid cascading failure prediction is conducive to preventing the occurrence of blackouts. In order to make up for the lack of uniformity of the system after the failure of the line faults in the existing grid cascading failure prediction, a grid cascading failure prediction method that takes into account the impact risk during the grid fault and the uniform state of the grid after the fault is proposed. Considering the degree of node correlation, the concept of voltage fluctuation entropy is introduced to accurately describe the voltage fluctuation of the grid after the exit of the critical line. The entropy theory is used to analyze the voltage distribution and active distribution of the grid after the disconnection, which overcomes the previous cascading failure prediction. Taking into account the defects of grid uniformity, the gray correlation is maximized by dispersion, and the importance of the line itself, the impact risk index and the distribution entropy index are comprehensively considered. Through the RTS-79 system simulation, the chain of fault chains with higher risk value is obtained. The result proves that the model is practically effective.
引文
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