Pole placement method using the system matrix transfer function and sparsity

International Journal of Electrical Power and Energy System

Volumn 23, Issue 3, 2001, Pages 173-178

  Bueno De Araujo, P ^a   Zanetta Jr , L C ^b  

^a Faculdade Engenharia Ilha Solteira   (Brazil)

^b UNIVERSITY OF SÃO PAULO   (Brazil)

Author keywords

[No Author keywords available]

Indexed keywords

MATRIX ALGEBRA; SYSTEM STABILITY; TRANSFER FUNCTIONS;

POLE REPLACEMENT METHODS;

ELECTRIC POWER SYSTEMS;

EID: 0035284246     PISSN: 01420615     EISSN: None     Source Type: Journal    
DOI: 10.1016/S0142-0615(00)00055-7     Document Type: Article

References (15)

1. Hsu Y.Y., Chen C.L. Identification of optimum location for stabiliser applications using participation factors. IEE Proceedings - C Generation, Transmission and Distribution. 134:(3):1987;238-244.
2. Gooi H.B., Hill E.F., Mobarak M.A., Thorne D.H., Lee T.H. Coordinated multimachine stabilizer settings without eigenvalue drift. IEEE Transactions on Power Apparatus and Systems. 100:(8):1981;3879-3887.
3. DeMello F.P., Nolan P.J., Laskowisk T.F., Undrill J.M. Coordinated application of stabilizers in multimachine power systems. IEEE Transactions on Power Apparatus and Systems. 99:(3):1980;892-901.
4. Macleod HEP. Optimum decentralized control for the design and coordination of power systems stabilizers. PhD thesis, UFSC Santa Catarina, 1992 (in Portuguese).
5. Anderson P, Fouad AA. Power system control and stability. Ames: Iowa State University Press, 1977.
6. Cheng S., Malik O.P., Hope G.S. Self-tuning stabiliser for a multimachine power system. IEE Proceedings - C Generation, Transmission and Distribution. 133:(4):1986;176-185.
7. Moussa H.A.M., Yu Y. Dynamic interaction of multimachine power system and excitation control. IEEE Transactions on Power Apparatus and Systems. 93:(4):1974;1150-1158.
8. Larsen E.V., Swann D.A. Applying power system stabilizers - Part I: general concepts; Part II: Performance objectives and tuning concepts; Part III: Practical considerations. IEEE Transactions on Power Apparatus and Systems. 100:(6):1981;3017-3046.
9. Wang H.F. Selection of operating conditions for the coordinated setting of robust fixed-parameter stabilisers. IEE Proceedings - C Generation, Transmission and Distribution. 145:(2):1998;111-116.
10. Cruz J.J., Zanetta L.C. Jr. Small signal stabilization of multimachine power system using mathematical programming. Electrical Power and Energy Systems. 19:(8):1997;519-523.
11. Martins N. Efficient eigenvalue and frequency response methods applied to power system small-signal stability studies. IEEE Transactions on Power Systems. PWRS-1:(1):1986;217-226.
12. Chen C.L., Hsu Y.Y. Coordinated synthesis of multimachine power system stabilizer using an efficient decentralized modal control (DMC) algorithm. IEEE Transactions on Power Apparatus and Systems. PWRS-2:(3):1987;543-551.
13. Duric M.B., Radojevic Z.M., Turkovic E.D. A reduced order multimachine power system model suitable for small signall stability analysis. Electrical Power & Energy Systems. 20:(5):1998;369-374.
14. MacFarlane A.G.J. Return-difference and return-ratio matrices and their use in analysis and design of multivariable feedback control systems. IEE Proceedings. 117:(10):1970;2037-2049.
15. Wang H.F., Swift F.J., Li M. Comparison of modal controllability between facts-based stabilisers and pss in increasing the oscillation stability of multimachine power systems. IEE Proceedings - C Generation, Transmission and Distribution. 143:(6):1996;575-581.