DSP-BASED FUNDAMENTAL FREQUENCY TRACKING SYSTEM FOR DIGITAL PROTECTION RELAYING

W. Jiekang, L. Jun, L. Ying, and H. Fen

References

  1. [1] P.J. Moore, R.D. Carranza, & A.T. Johns, Model systemtests on a new numeric method of power system frequencymeasurement, IEEE Trans. on Power Delivery, 11(2), 1996,696–701. doi:10.1109/61.489325
  2. [2] M.M. Begovic, P.M. Djuric, S. Dunlap, & A.G. Phadke,Frequency tracking in power networks in the presence ofharmonics, IEEE Trans. on Power Delivery, 8(2), 1993, 480–486. doi:10.1109/61.216849
  3. [3] C.T. Nguyen & K.A. Srinivasan, A new technique for rapidtracking of frequency deviations based on level crossings, IEEETrans. on Power Apparatus and Systems, 103(8), 1984, 2230–2236. doi:10.1109/TPAS.1984.318536
  4. [4] I. Kamwa & R. Grondin, Fast adaptive schemes for trackingvoltage phasor and local frequency in power transmission anddistribution systems, IEEE Trans. on Power Delivery, 7(2),1992, 789–795. doi:10.1109/61.127082
  5. [5] M.S. Sachdev & M.M. Giray, A least error squares technique fordetermining power system frequency, IEEE Trans. on PowerApparatus and Systems, 104(2), 1985, 437–443. doi:10.1109/TPAS.1985.319059
  6. [6] M.M. Giray & M.S. Sachdev, Off-nominal frequency measurements in electric power systems, IEEE Trans. on PowerDelivery, 4(3), 1989, 1573–1578. doi:10.1109/61.32645
  7. [7] V.V. Terzija, M.B. Djuric, & B.D. Kovacevic, Voltage phasorand local system frequency estimation using Newton typealgorithm, IEEE Trans. on Power Delivery, 9(3), 1994, 1368–1374. doi:10.1109/61.311162
  8. [8] M.S. Sachdev, H.C. Wood, & N.G. Johnson, Kalman filteringapplied to power system measurements for relaying, IEEETrans. on Power Apparatus and Systems, 104(12), 1985, 3565–3573. doi:10.1109/TPAS.1985.318911
  9. [9] A.A. Girgis & T.L. D.Hwang, Optimal estimation of voltagephasors and frequency deviation using linear and nonlinearKalman filter: Theory and limitations, IEEE Trans. on PowerApparatus and Systems, 103(10), 1984, 2943–2949. doi:10.1109/TPAS.1984.318297
  10. [10] A.A. Girgis & W.L. Peterson, Adaptive estimation of powersystem frequency deviation and its rate of change for calculating sudden power system overloads, IEEE Trans. on PowerDelivery, 5(2), 1990, 585–594. doi:10.1109/61.53060
  11. [11] T. Lobos & J. Rezmer, Real time determination of power systemfrequency, IEEE Trans. on Instrumentation and Measurement,46(4), 1997, 877–881. doi:10.1109/19.650792
  12. [12] A.G. Phadke, J.S. Thorp, & M.G. Adamiak, A new mea-surement technique for tracking voltage phasors, local systemfrequency, and rate of change of frequency, IEEE Trans. onPower Apparatus and Systems, 102(5), 1983, 1025–1038.
  13. [13] J.Z. Yang & C.W. Liu, A precise calculation of power systemfrequency, IEEE Trans. on Power Delivery, 16(3), 2001, 361–366. doi:10.1109/61.924811
  14. [14] J.Z. Yang & C.W. Liu, A precise calculation of power systemfrequency and phasor, IEEE Trans. on Power Delivery, 15(2),2000, 494–499. doi:10.1109/61.852974
  15. [15] S.L. Lu, C.E. Lin, & C.L. Huang, Power frequency harmonicmeasurement using integer periodic extension method, ElectricPower Systems Research, 44(2), 1998, 107–115. doi:10.1016/S0378-7796(97)01190-5
  16. [16] P.J. Moore & A.T. Johns, A new numeric technique forhigh-speed evaluation of power system frequency, IEE Proc.Generation, Transmission and Distribution, 141(5), 1994, 529–536. doi:10.1049/ip-gtd:19941360
  17. [17] J. Szafran & W. Rebizant, Power system frequency estimation,IEE Proc. Generation, Transmission and Distribution, 145(5),1998, 578–582. doi:10.1049/ip-gtd:19982187
  18. [18] W.T. Kuang & A.S. Morris, Using short-time Fourier Transform and wavelet packet filter banks for improved frequencymeasurement in a Doppler robot tracking system, IEEE Trans.on Instrumentation and Measurement, 51(3), 2002, 440–444. doi:10.1109/TIM.2002.1017713
  19. [19] A.A. Girgis & F.M. Ham, A new FFT-based digital frequencyrelay for load shedding, IEEE Trans. on Power Apparatus andSystems, 101, 1982, 433–439. doi:10.1109/TPAS.1982.317125

Important Links:

Go Back