49
Views
7
CrossRef citations to date
0
Altmetric
Original Articles

Synchronous Machine Parameter Identification

Pages 45-69 | Published online: 24 Oct 2007

REFERENCES

  • Dandeno , P. L. and A. T. Poray , “ Development of detailed turbogenerator equivalent circuits from standstill frequency response measurements ,” IEEE Trans. Power App. Syst. , Vol. PAS-100 , No. 4 , April 1981 , pp. 1646 – 1655 .
  • Dandeno , P. L. , P. Kundur , A. T. Poray , and H. M. Zein El-Din “ Adaptation and validation of turbogenerator model parameters through on-line frequency response measurements ,” IEEE Trans. Power App. Syst. , Vol. PAS-100 , No. 4 , April 1981 , pp. 1656 – 1665 .
  • Dandeno , P. L. , P. Kundur , A. T. Poray , and M. Coultes , “ Validation of turbogenerator stability models by comparison with power system tests ,”. IEEE Trans, on Power App. Syst , Vol. FAS-100 , No. 4 , April 1981 , pp. 1637 – 1645 .
  • Coultes , M. E. , and W. Watson , “ Synchronous machine models by standstill frequency response tests ,” IEEE Trans. Power App. Syst. , Vol. PAS-100 , No. 4 , 1981 , pp. 1480 – 1489 .
  • “ IEEE, Standard procedure for obtaining synchronous machine parameters by standstill frequency response testing ,” IEEE Std. 115A – 1987 .
  • Umans , S. D. , J. A. Mallick , and G. L. Wilson , “ Modeling of solid rotor turbogenerators – Part 1 Theory and techuiques ,” IEEE Trans. Power App. Syst. , Vol. PAS-97 , No. 1 , 1978 , pp. 269 – 277 .
  • Umans , S. D. , J. A. Mallick , and G. L. Wilson , “ Modeling of solid rotor turbogenerators – Part 11 Example of model derivation and use in digital simulation ,” IEEE Trans. Power App. Syst. , Vol. PAS-97 , No. 1 , 1978 , pp. 278 – 291 .
  • Umans , S. D. , “Modeling of solid rotor turbogenerators,” Ph.D. Dissertation, MIT , January , 1976.
  • Keyhani , A. , S. Hao , and G. Dayal , “ The effect of noise on frequency-domain parameter estimation of synchronous machine models ,” IEEE Trans, on EC , Vol. 4 , No. 4 , December 1989 , pp. 600 – 607 .
  • Keyhani , A. , S. Hao , and G. Dayal , “ Maximum likelihood estimation of solid-rotor synchronons machine parameters from SSFR test data ,” IEEE Trans, on EC , Vol. 4 , No. 3 , September 1989 , pp. 551 – 558 .
  • de Mello , F. P. , and L. N. Hannett , “ Representation of saturation in synchronous machines ,” IEEE Trans, on Power Syst. , Vol. PWRS-1 , No. 4 , Nov. 1986 , pp. 8 – 16 .
  • Shackshaft , G. and P. B. Henser , “ Model of generator saturation for use in power system studies ,” Proc. IEE , Vol. 126 , No. 8 , Aug. 1979 , pp. 759 – 763 .
  • Minnich , S. H. , R. P. Schulz , D. H. Baker , R. G. Farmer , D. K. Sharma , and J. H. Fish , “ Saturation functions for synchronous generators from finite elements ,” IEEE Trans. on Energy Conversion , Vol. EC-2 , No. 4 , Dec. 1987 , pp. 680 – 692 .
  • El-Serafi , A. M. , A. S. Abdallah , M. K. El-Sherbiny , and E. H. Badawy , “ Experimental study of the saturation and the cross-magnetizing phenomenon in saturated synchronous machines ,” IEEE Trans, on. Energy Conversion , Vol. 3 , No. 4 , Dec. 1988 , pp. 815 – 823 .
  • Stiebler , M. and C. Ritter , “ Synchronous machine model including d/q-flux coupling due to saturation ,” International Conference on Electrical Machines , 1985 , pp. 108 – 112 .
  • Denegri , G. B. , “ Topics related to synchronous. machine modeling Evaluation of solid rotor and saturation effects ,” Second International Conference on Electrical Machines – Design and Applications , London , 1985 , pp. 86 – 90 .
  • Schulz , R. P. , C. J. Goering , R. G. Farmer , S. M. Bennett , and D. A. Selin , “ Benefit assessment of a finite-element-based saturation model ,” IEEE Trans, on Power Systems , Vol. PWRS-2 , No. 4 , Nov. 1987 , pp. 1027 – 1033 .
  • Brandwain , V. , “ Representation of magnetic saturation in the synchronous machine model in an electro-magnetic transient program ,” IEEE Trans. Power App. Syst. , Vol. PAS 99 , No. 5 , Sept/Oct 1980 , pp. 1996 – 2002 .
  • Demerdash , N. A. and M. K. Shah , “ Instantaneous magnetic saturation in large turbogenerator inclusion in machine inductances ,” IEEE Trans, on Power App. Syst. , Vol. PAS , Jan 1981 , pp. 14 – 24 .
  • Ramshaw , R. S. and G. Xie , “ Nonlinear model of nonsalient synchronous machines ,” IEEE Trans, on PAS , July 1984 , pp. 1809 – 1815 .
  • Brown , J. E. , K. P. Kovacs and P. Vas , “A method of including the effects of main flux path saturation in the generalized equations of AC machines, “ IEEE Trans, on PAS , Vol. PAS-102, No. 1, Jan. 1983, pp. 96–103.
  • El-Sherbiny , M.K. and A.M. El-Serafi , “ Saturation in synchronous generators Analysis with d- and q-axis saturation included in small-perturbation equations ,” IEEE Trans, on PAS , July 1982 , pp. 1899 – 1906 .
  • Lemay , J. and Thomas H. Barton , “ Small perturbation linearization of the saturated synchronous machine equations ,” IEEE Trans, on PAS , Vol. PAS-91 , pp. 233 – 240 , 1972 .
  • Harley , R. G. , D. J. N. Limebeer , and E. Chirricozzi , “ Comparative study of saturation methods in synchronous machine models ,” IEE Proc , Vol. 127 , Pt. B , No. 1 , Jan. 1980 , pp. 1 – 7 .
  • “ Determination of synchronous machine stability study constants Vol. 2 ,” EPRI Report, EPRI EL-1424 , Vol. 2 , Project 997-2, Final Report , Dec. 1980 .
  • Keyhani , A. and H. Tsai , “ IGSPICE Simulation of induction machines with saturable inductances ,” IEEE Trans. on Energy Conversion , Vol. 4 , No. 1 , March 1989 , pp. 118 – 125 .
  • Kimbark , E. W. , “ Power system stability Synchronous machines ,” Dover Publications, Inc. , NY , 1968 .
  • Keyhani , A. and S. M. Miri , “ Observes for tracking of synchronous machine parameters and detection of incipient faults ,” IEEE Trans. on Energy Conversions , Vol. EC-1 , No. 2 , June 1986 , pp. 184 – 190 .
  • Schulz , R. P. , “ Synchronous machine modeling ,” IEEE 1975 Symposium . “ Adequacy and philosophy of modeling Dynamic system performance,”. IEEE Monograph, 75, CH0970-4 PWR , pp. 24 – 28 .
  • Jackson , W. B. and R. L. Winchester , “ Direct and quadrature-axis equivalent circuits for solid-rotor turbine generators ,” IEEE Trans. PAS , Vol. PAS-88 , No. 7 , July 1969 , pp. 1121 – 1136 .
  • EPRI Report , “ Confirmation of test methods for synchronous machine dynamic performance models ,” EPRI EL-5736, Project 2328-1, final report , Aug. 1988 .
  • Ojo , J. O. and T. Lipo , “ An improved model for saturated salient pole synchronous motors ,” IEEE Trans. on E.C. , Vol. 4 , No. 1 , March 1989 , pp. 135 – 141 .
  • Namba , M. , T. Nishiwaki , S. Yokokawa , K. Ohtsuka , Y. Ueki , “ Identification of parameters for power system stability analysis using Kalman filter ,” IEEE Trans. PAS , Vol. PAS-100 , July 1981 , pp. 3304 – 3311 .
  • Äström , K. J. , “ Maximum likelihood and prediction error methods ,” Automatica , Vol. 16 , 1980 , pp. 551 – 574 .
  • Gupta , N. K. and R. K. Mehra , “Computational aspects of maximum likelihood estimation and reduction in sensitivity function calculations,” IEEE Transactions on Automatic Control , Vol. AC-I9, No. 6, Dec. 1974, pp. 774–783.
  • Goodwin , G. C. and R. L. Payne , Dynamic System Identification , Academic Press , New York , 1977 .
  • Äström , K. J. and T. Södereström , “ Uniqueness of the maximum likelihood estimates of the parameters of an ARMA model ,” IEEE Transactions on Automatic Control , Vol. 19 , 1974 , pp, 769 – 773 .
  • Bohlin , T. , “ On the maximum likelihood method of identification ,” IBM Journal on Research and Development , Vol. 4 , No. 1 , 1970 , pp. 41 – 51 .
  • Dennis Jr. , J. E. and R. B. Schnabel , Numerical Methods for Unconstrained Optimization and Nonlinear Eguations , Prentice-Hall, Inc. , Englewood Cliffs , New Jersey , 1983 .
  • Sanchez-Gasca , J. J. , C. J. Bridenbaugh , C. E. J. Bowler , and J. S. Edmonds , “ Trajectory sensitivity based identification of synchronous generator and excitation system parameters ,” IEEE Trans. on PWRS , Vol. 3 , No. 4 , Nov. 1988 , pp. 1814 – 1822 .
  • Boje , E. S. , J. C. Balda , R. G. Harley , and R. C. Beck , “ Time-domain identification of synchronous machine parameters from simple standstill tests ,” IEEE Trans. on Energy Conversion , Vol. 5 , No. 1 , March 1990 , pp. 164 – 175 .
  • IEEE Committee report , “ Current usage and suggested practices in power system stability simulations for synchronous machines ,” IEEE Transactions on Energy Conversion , Vol. EC-1 , No. 1 , March 1986 , pp. 77 – 93 .
  • Le , L. X. and W. J. Wilson , “ Synchronous machine parameter identification A time domain approach ,” IEEE Trans. EC , Vol. 3 , No. 2 , June 1988 , pp. 241 – 247 .
  • Jaleeli , N. , M. S. Bourawi and J. H. Fish III , “ A quasilinearization based algorithm for identification of transient and subtransient parameters of synchronous machines ,” IEEE Trans. Vol. PWRS-1 , No. 3 , August 1986 , pp. 46 – 52 .
  • Namba , M. , T. Nishiwaki , S. Yokokawa , K. Ohtsuka , and Y. Yeki , “ Identification of parameters for power system stabibty analysis using Kalman filter ,” IEEE Trans. PAS , Vol. PAS-100 , July 1981 , pp. 3304 – 3311 .
  • Hingoroni , N. G. , “ High power electronics and flexible AC transmission system ,” IEEE Power Engineering Review , July , 1988 .
  • Krause , P. C. and O. Wasynczuk , Eletromechnical Motion Devices , McGraw-Hill Book Company , 1989 .
  • Krause , P. C. , Analysis of Electric Machinery , McGraw-Hill Book Company , 1986 .
  • Lipo , T. , “Analysis of electric machinery,” Class Notes, Department of Electrical Engineering, University of Wisconsin-Madison.
  • Concordin , C. , Synchronous Machines Theory and Performance , John Wiley and Sons , 1951 .
  • Adkins , B. and R. G. Harley , The General Theory of Alternating Current Machines , Chapman and Hall , 1975 .
  • Majmudar , H. , Electromechanical Energy Converters , Allyn and Bacon , 1965 .
  • O'Kelley , D. and S. Simmons , Generalized Electrical Machine Theory , McGraw-Hill , 1968 .
  • Anderson and Fouad , Power System Control and Stability , Iowa State University Press , 1977 .
  • EPRI Report “ Application of Two-Dimensional Finite-Element Techniques for synchronous Machine Modeling ,” EPRI EL-3359 , Vol. 2 , 1984 .
  • Dougherty , J. W. and S. H. Minnich , “ Finite element modeling of large turbine generators Calculations versus load test data ,” IEEE Trans. PAS , Vol. PAS-100 , No. 8 , August 1981 , pp. 3921 – 3929 .
  • Marquardt , D. W. , “ An algorithm for least-squares estimation of nonlinear parameters ,” J. Soc. Ind. Appl. Math. , Vol. 11 , No. 2 , June 1963 , pp. 431 – 441 .

Reprints and Corporate Permissions

Please note: Selecting permissions does not provide access to the full text of the article, please see our help page How do I view content?

To request a reprint or corporate permissions for this article, please click on the relevant link below:

Academic Permissions

Please note: Selecting permissions does not provide access to the full text of the article, please see our help page How do I view content?

Obtain permissions instantly via Rightslink by clicking on the button below:

If you are unable to obtain permissions via Rightslink, please complete and submit this Permissions form. For more information, please visit our Permissions help page.