方勇杰.电力系统的自适应解列控制[J].电力系统自动化,2007,31(20)：41-44,48. Fang Yongjie.Adaptive islanding control of power systems[J].Automation of Electric Power Systems,2007,31(20)：41-44,48(in Chinese).
[2]
Senroy N,Heydt G T.A conceptual framework for the controlled islanding of interconnected power systems [J].IEEE Transactions on Power Systems,2006,21(2)：1005-1006.
[3]
沈沉,吴佳耘,乔颖,等.电力系统主动解列控制方法的研究[J].中国电机工程学报,2006,26(13)：1-6. Shen Chen,Wu Jiayun,Qiao Ying,et al.Studies on active splitting control of power systems[J].Proceedings of the CSEE,2006,26(13)：1-6(in Chinese).
[4]
You H,Vittal V,Wang Xiaoming.Slow coherency-based islanding[J].IEEE Transactions on Power Systems,2004,19(1)：483-491.
[5]
乔颖.大规模电网主动解列防御体系研究[D].北京：清华大学,2008. Qiao Ying.Study on the active splitting control scheme of large-scale power systems[D].Beijing：Tsinghua University,2008(in Chinese).
[6]
Wang Xiaoming.Slow coherency grouping based islanding using minimal cutsets and generator coherency index tracing using the continuation method[D].Ames,Iowa,USA：Iowa State University,2005.
[7]
Yang Bo,Vittal V,Heydt G T.Slow-coherency-based controlled islanding—a demonstration of the approach on the august 14,2003 blackout scenario[J].IEEE Transactions on Power Systems,2006,21(4)：1840-1847.
[8]
Xu Guangyue,Vittal V,Meklin A,et al.Controlled islanding demonstrations on the WECC System[J].IEEE Transactions on Power Systems,2011,26(1)：334-343.
[9]
吴超.基于广域量测类噪声信号的电力主导动态特性辨识[D].北京：清华大学,2010. Wu Chao.Identification of dominant dynamic characteristics of power system based on ambient signals [D].Beijing：Tsinghua University,2010(in Chinese).
[10]
Zhou N,Pierre J W,Wies R W.Estimation of low-frequency electromechanical modes of power systems from ambient measurements using a subspace method [C]//North American Power Symposium.Rolla,MO,USA,2003.
[11]
Daniel J T.Estimating electromechanical mode shape from synchrophasor measurements[J].IEEE Transactions on Power Systems,2008,23(3)：1188-1195.
[12]
Ni Jingmin,Shen Chen,Liu Feng .Estimation of the electromechanical characteristics of power systems based on a revised stochastic subspace method and the stabilization diagram[J].Science China Technological Sciences,2012,55(6),1677-1687.
[13]
Kundur P,Balu N J,Lauby M G.Power system stability and control[M].New York：McGraw-Hill,1994.
[14]
倪以信,陈寿孙,张宝霖.动态电力系统的理论和分析[M].北京：清华大学出版社,2002.
[15]
Ni Yixin,Chen Shousun,Zhang Baolin.Dynamic theory and analysis of power system[M].Beijing：Tsinghua University Press,2002(in Chinese).
[16]
闫常友,周孝信,田芳,等.电力系统在线小干扰主导特征模式识别及强相关机组选择方法[J].电网技术,2009,33(13)：42-47. Yan Changyou,Zhou Xiaoxin,Tian Fang,et al.Online Identification of dominant characteristic modes of small signal disturbance and selection of strong correlative units[J].Power System Technology,2009,33(13)：42-47(in Chinese).
[17]
Peponides G,Kokotovic P.Weak connections,time scales,and aggregation of nonlinear systems[J].IEEE Transactions on Automatic Control,1983,28(6)：729-735.
[18]
乔颖,沈沉,卢强.大电网解列决策空间筛选及快速搜索方法[J].中国电机工程学报,2008,28(22)：23-28. Qiao Ying,Shen Chen,Lu Qiang.Islanding decision space minimization and quick search in case of large-scale grids[J].Proceedings of the CSEE,2008,28(22)：23-28(in Chinese).
[19]
Morataya J,Milano F,Vanfretti L.An open source power system virtual laboratory：The psat case and experience [J].IEEE Transaction on Education,2007,51(1)：17-23.
[20]
附录A19 定理1的证明20 证明：21 令 λ i 是广义特征值问题( S , E )的一个广义特征值, φ i , ψ i 为其对应的右左特征向量,22 则有23 (A1)24 (A2)25 代入式(10)得26 (A3)27 (A4)28 得到29 (A5)30 (A6)31 由 D 可逆,可得32 (A7)33 (A8)34 消去和得35 (A9)36 (A10)37 即 λ i 也为系统状态矩阵 A s 的一个特征值,且和为其对应的左右特征向量。38 定理得证。39 表A1 IEEE-118系统各节点与各慢同调群的相关度
