Niancheng Zhou, Jizhong Zhu, and Li Lin


  1. [1] Z.A. Wang, J. Yang, and J.J. Liu, Harmonic suppression andVAR compensation (Beijing: Publishing House of Machineindustry, 1998).
  2. [2] H.Z. Cheng, Z.G. Zhang, and Z.S. Zhu, Power quality (Beijing,China: The publishing House of Qing Hua University, 2006).
  3. [3] G.T. Heydt, Identification of harmonic sources by a stateestimation technique, IEEE Transactions on Power Delivery,4(1), 1989, 569–576.
  4. [4] A.P.S. Meliopoulos, F. Zhang, and S. Zelingher, Power sys-tem harmonic state estimation, IEEE Transactions on PowerDelivery, 9(3), 1994, 1701–1709.
  5. [5] Z.P. Du, J. Arrillaga, N. Watson, and S. Chen, Identificationof harmonic sources of power systems using state estimation,IEE Proceedings – Generation, Transmission and Distribution,146(1), 1999, 7–12.
  6. [6] C. Madtharad, S. Premrudeepreechacharn, N.R. Watson, andR. Saeng-Udom, An optimal measurement placement methodfor power system harmonic state estimation, IEEE Transac-tions on Power Delivery, 20(2), 2005, 1514–1521.
  7. [7] K.C. Yu and N.R. Watson, Error analysis in static harmonicstate estimation: A statistical approach, IEEE Transactionson Power Delivery, 20(2), 2005, 1045–1050.
  8. [8] H.W. Liao, Power system harmonic state estimation and ob-servability analysis via sparsity maximization, IEEE Transac-tions on Power Systems, 20(1), 2007, 15–23.
  9. [9] N.C. Zhou, G.H. Tan, Y. Zhao, Y. Fang, J.S. He, W.B. Xie,and X.C. Ren, Information principle for state estimation inpower systems based on minimum information loss, Journal ofChongqing University, 32(2), 2009, 146–150.
  10. [10] H.B. Sun, F. Gao, B.M. Zhang, and Y. Yang, Informationprinciple for state estimation in power systems based onminimum information loss, Proc. CSEE, 25(6), 2005, 11–16.
  11. [11] N.C. Zhou, G.H. Tan, J.S. He, Y. Zhao, and Y. Fang, Erroranalysis in harmonic state estimation of power system basedon the statistical approach, Transactions of China ElectroTechnical Society, 24(6), 2009, 109–114.
  12. [12] N.C. Zhou, L. Lin, and J.Z. Zhu, An approach to harmonicstate estimation of power system, Journal of ElectromagneticAnalysis and Applications (JEMAA), 1(3), 2009, 192–194.
  13. [13] A. Cichocki and S. Amari, Adaptive blind signal and imageprocessing (New York: John Wiley & Sons, 2005).
  14. [14] C. Fu, The probability distribution of measurement errors,Journal of Chengdu Institute of Radio Engineering 3(3), 1981,56–65.
  15. [15] R. Abu-Hashim, R. Burch, G. Chang, M. Grady, E. Gunther,M. Halpin, C. Hatziadoniu, Y. Liu, M. Marz, T. Ortmeyer,V. Rajagopalan, S. Ranade, P. Ribeiro, T. Sims, and W. Xu,Test systems for harmonics modeling and simulation, IEEETransactions on Power Delivery, 14(2), 1999, 579–587.
  16. [16] J.Z. Zhu, Optimization of power system operation (New York,USA: Wiley-IEEE Press, 2009).
  17. [17] N. Kanao, M. Yamashita, H. Yanagida, M. Mizukami, Y.Hayashi, and J. Matsuki, Power system harmonic analysisusing state-estimation method for Japanese field data, IEEETransactions on Power Delivery, 20(21), 2005, 970–977.
  18. [18] W.H. Edwin Liu and S.L. Lim, Parameter error identifica-tion and estimation in power system state estimation, IEEETransactions on Power Systems, 10(1), 1995, 200–209.
  19. [19] G.S. Hu, Digital signal processing (Beijing: Qing Hua Univer-sity Publishing House, 2004).

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