全部 标题 作者
关键词 摘要

OALib Journal期刊
ISSN: 2333-9721
费用:99美元

查看量下载量

相关文章

更多...

一种改进的基于潮流定解拓扑可观测性分析方法

, PP. 89-95

Keywords: 潮流定解条件,拓扑可观测性分析,有注入量测边界节点邻接表

Full-Text   Cite this paper   Add to My Lib

Abstract:

针对现有基于潮流定解的拓扑可观测性分析方法中存在的两类漏判问题,依据量测岛内未知状态量至多只有一个复电压的基本原理,以有注入量测的边界节点邻接表为对象,提出可解决两类漏判问题系统化可观测性分析方法。该方法结合方程组局部可解的判定思想和启发式搜索算法,给出待并网虽整体不可合并但局部可合并的判别方法。

References

[1]  邓佑满,张伯明.网络可观测性的拓扑分析[J].清华大学学报:自然科学版,1993,4(2):8-13.Deng Youman,Zhang Boming.Network observability topological analysis[J].Journal of Tsinghua University:Natural Science,1993,4(2):8-13 (in Chinese).
[2]  王珍意,周良松,张步涵.基于降阶雅可比矩阵的电力系统状态估计可观测性分析方法[J].继电器,2005,33(10):1-4.Wang Yizhen,Zhou Liangsong,Zhang Buhan.Observability analysis of power system state estimation based on reduced Jacobian matrix[J].Relay,2005,33(10):1-4(in Chinese).
[3]  Hiroyuki Mori,Senji Tsuzuki.A fast method for topological observability analysis using a minimum spanning tree technique[J].IEEE Trans. on Power Systems,1991,6(2):491-500.
[4]  Jain A,Balasubramanian R.Power system topological observability analysis using artificial neural networks[C]// Proceedings of IEEE PES General Meeting.San Francisco,America:IEEE,2005:497-502.
[5]  Jain A,Balasubramanian R.Topological observability analysis using heuristic rule based expert system[C]// Proceedings of IEEE PES General Meeting.Montreal,Canda:IEEE,2006.
[6]  周苏荃,柳焯.新息图法拓扑错误辨识[J].电力系统自动化,2000,24(4):23-27.Zhou Suquan,Liu Zhuo.An innovation network graph approach to topology error identification[J].Power System Automation,,2000,24(4):23-27(in Chinese).
[7]  李碧君,薛禹胜,顾锦汉,等.电力系统状态估计问题的研究现状和展望[J].电力系统自动化,1998,22(11):53-60.Li Bijun,Xue Yusheng,Gu Jinhan,et a1.Research status and prospect of power system state estimation[J].Power System Automation,1998,22(11):53-60(in Chinese).
[8]  de Almeida M C,Asada E N,Garcia A V.Power system observability analysis based on gram matrix and minimum norm solution[J].IEEE Trans. on Power Systems,2008,23(4):1611-1618.
[9]  阎欣,单渊达.电力系统可观察性分析及测点布置[J].电力系统及其自动化,1997,21(5):37-45.Yan Xin,Shan Yuanda.Power system observability analysis and arrangements of measuring points[J].Power System Automation,1997,21(5):37-45(in Chinese).
[10]  卢志刚,张宗伟.基于量测函数向量线性相关的网络可观测性分析[J].电网技术,2007,31(17):51-55.Lu Zhigang,Zhang Zongwei.Network observability analysis based on linear dependence between measurement function[J].Power System Technology,2007,31(17):51-55(in Chinese).
[11]  阎欣,单渊达.基矢量抽取法及可观测性分析[J].中国电机工程学报,1999,19(4):18-22.Yan Xin,Shan Yuanda.Base-vector extraction method and its application in observability analysis[J].Proceedings of the CSEE,1999,19(4):18-22(in Chinese).
[12]  Gou Bei,Abur A,A direct numerical method for observability analysis[J].IEEE Trans. on Power Systems,2000,15(2):625-630.
[13]  Kor G N,Katsikas P J.Numerical observability analysis based on network graph theory[J].IEEE Trans. on Power Systems,2003,18(3):56-68.
[14]  Korres G N,Katsikas P J.A hybrid method for observability analysis using a reduced network graph theory[J].IEEE Trans. on Power Systems,2003,18(1):295-304.
[15]  Contaxies G C,Korres G N.A reduced model for power system observability analysis and restoration[J].IEEE Trans. on Power Systems,1988,3(4):1411-1417.
[16]  Antonio Sim es Costa,Elizete M.Louren o,Kevin A.Clements.Power system topological observability analysis including switching branches[J].IEEE Trans. on Power Systems,2002,17(2):250-256.
[17]  张海波,张伯明,孙宏斌,等.电力系统状态估计可观测性分析中关于量测岛合并的理论分析[J].中国电机工程学报,2003,23(2):46-49.Zhang Haibo,Zhang Boming,Sun Hongbin,et al.Theory analysis about measurement islands' combination in observability analysis in power system state estimation[J].Proceedings of the CSEE,2003,23(2):46-49(in Chinese).
[18]  张海波,张伯明,孙宏斌,等.基于潮流定解条件的电力系统状态估计可观测分析[J].中国电机工程学报,2003,23(3):54-58.Zhang Haibo,Zhang Boming,Sun Hongbin,et al.Observability analysis of power system state estimation based on the solvability condition of power flow[J].Proceedings of the CSEE,2003,23(3):54-58(in Chinese).

Full-Text

Contact Us

service@oalib.com

QQ:3279437679

WhatsApp +8615387084133