An aggregate induction motor model for industrial plants

IEEE Transactions on Power Apparatus and Systems

Volumn PAS-103, Issue 4, 1984, Pages 683-690

  Rogers, Graham J ^a   Di Manno, John ^a   Alden, Robert T H ^b  

^a Urban Design   (Canada)

^b MCMASTER UNIVERSITY   (Canada)

Author keywords

[No Author keywords available]

Indexed keywords

ELECTRIC LOADS - ANALYSIS; ELECTRIC MOTORS, INDUCTION - MATHEMATICAL MODELS;

EQUIVALENT LOAD MODELS;

INDUSTRIAL PLANTS;

EID: 0021405914     PISSN: 00189510     EISSN: None     Source Type: Journal    
DOI: 10.1109/TPAS.1984.318313     Document Type: Article

References (11)

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3. G. Shackshaft, O.C. Symons, J.G. Hadwick, “General-Purpose Model Power-System Loads”, IEE Proc., Vol. 124, August, 1977, pp. 715–723.
4. F. Iliceto, A. Capasso, “Dynamic Equivalents of Asynchronous Motor Loads in System Stability Studies”, IEEE Trans. PAS-93, Sept./Oct. 1974, pp. 1650–1659.
5. M.M. Abdel Hakim, G.J. Berg, “Dynamic Single Unit Representation of Induction Motor Groups”, IEEE Trans. PAS-95, Jan./Feb., 1976, pp. 155–165.
6. G.G. Richards, O.T. Tan, “Induction Motor Load Aggregation for Transient Stability Studies by Constrained Parameter Estimation”, IEEE PES Summer Meeting, Paper No. A. 79-482-1, Vancouver, B.C., July 1979.
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8. D.S. Brereton, D.G. Lewis, C.C. Young, “Representation of Induction Motor Loads During Power System Stability Studies, AIEE Trans. PAS-76, Part III, August 1957, pp. 451–461.
9. K.M. Brown, J.E. Dennis, “Derivative Free Analogues of the Levenberg-Marquardt and Gauss Algorithms for Non-linear Least Squares Approximations”, Numerische Mathematic, Vol. 18, 1972, pp. 289–297.
10. P.L. Dandeno, R.L. Hauth, R.P. Schulz, “Effects of Synchronous Machine Modeling in Large Scale System Studies”, IEEE Trans. PAS-92, Mar./Apr., 1973, pp. 574–582.
11. G.J. Rogers, D.S. Benaragama, “An Induction Motor Model with Deep Bar Effect and Leakage Induction Saturation”, Archiv fur Elektrotechnik, Vol. 60, 1978, pp. 193–201.