Voltage collapse risk assessment

Electric Power Systems Research

Volumn 54, Issue 3, 2000, Pages 221-227

  Leite Da Silva, A M ^a   Coutinho, I P ^a   Zambroni De Souza, A C ^a   Prada, R B ^b   Rei, A M ^c  

^a FEDERAL UNIVERSITY OF ITAJUBÁ   (Brazil)

^b PONTIFICAL CATHOLIC UNIVERSITY OF RIO DE JANEIRO   (Brazil)

^c CEPEL   (Brazil)

Author keywords

[No Author keywords available]

Indexed keywords

COMPUTER SIMULATION; ELECTRIC LOAD FLOW; MONTE CARLO METHODS; PROBABILITY; RISK ASSESSMENT; RISK MANAGEMENT;

VOLTAGE COLLAPSE; VOLTAGE INSTABILITY;

ELECTRIC POWER SYSTEMS;

EID: 0033742031     PISSN: 03787796     EISSN: None     Source Type: Journal    
DOI: 10.1016/S0378-7796(99)00087-5     Document Type: Article

References (25)

1. C.W. Taylor (Ed.), CIGRE WG 38.02 Task Force No. 10, Modelling of Voltage Collapse Including Dynamic Phenomena, CIGRE Technical Brochure, 1993.
2. Sauer P.W., Pai M.A. Power system steady-state stability and the load-flow Jacobian. IEEE Trans. PWRS. 5(4):1990;1374-1381.
3. Canizares C.A., Zambroni de Souza A.C., Quintana V.H. Comparison of performance indices for detection of proximity to voltage collapse. IEEE Trans. PWRS. 11(3):1996;1441-1447.
4. Y. Mansour, Industry practice in voltage stability analysis of power systems, in: L.H. Fink (Ed.), Proceedings of the Bulk Power System Voltage Phenomena III - Voltage Stability, Security and Control, Davos, Switzerland, 22-26 August, 1994, pp. 303-304.
5. R.B. Prada, X. Vieira Fo., P. Gomes, M.G. dos Santos, Voltage stability system critical area identification based on the existence of maximum power flow transmission, in: Proceedings of the Eleventh PSCC, Avignon, France, August 1993, pp. 315-322.
6. A.C. Zambroni de Souza, C.A. Canizares and V.H. Quintana, Critical bus and point of collapse determination using tangent vectors, Proceedings of the Twenty-eighth North American Power Symposium, Cambridge, USA, November 10-12, 1996, pp. 329-333.
7. Zambroni de Souza A.C., Canizares C.A., Quintana V.H. New techniques to speed up voltage collapse computations using tangent vectors. IEEE Trans. PWRS. 12(3):1997;1380-1387.
8. Anders G.J. Probability concepts in electric power systems. 1990;John Wiley & Sons, NY.
9. Schilling M.Th., Leite da Silva A.M., Billinton R., El-Kady M.H. Bibliography on power system probabilistic analysis (1962-1988). IEEE Trans. PWRS. 5(1):1990;1-11.
10. Allan R.N., Leite da Silva A.M., Burchett R.C. Evaluation methods and accuracy in probabilistic load flow analysis. IEEE Trans. PAS. PAS-100:1981;2531-2546.
11. Leite da Silva A.M., Arienti V.L., Allan R.N. Probabilistic load flow considering dependence between input nodal powers. IEEE Trans. PAS. PAS-104:1985;2349-2355.
12. Leite da Silva A.M., Allan R.N., Soares S.M., Arienti V.L. Probabilistic load flow considering network outages. IEE Proceedings Part C. 132(3):1985;139-145.
13. Leite da Silva A.M., Ribeiro S.M.P., Arienti V.L., Allan R.N., Do Coutto Filho M.B. Probabilistic load flow techniques applied to power system expansion planning. IEEE Trans. PWRS. 5(4):1990;276-282.
14. Leite da Silva A.M., Arienti V.L. Probabilistic load flow by a multilinear simulation algorithm. IEE Proc. Pt. C. 137(4):1990;276-282.
15. Rubinstein R.Y. Simulation and the Monte Carlo Method. 1981;John Wiley & Sons, New York.
16. Melo A.C.G., Pereira M.V.F., Leite da Silva A.M. Frequency and duration calculations in composite generation and transmission reliability evaluation. IEEE Trans. Power Syst. 7(2):1992;469-476.
17. M. Sobierajski, Probabilistic approach to steady state voltage stability of bulk power systems, in: Proceedings of the Third International Seminar on Bulk Power System Voltage Phenomena - Voltage Stability, Security and Control, Davos, Switzerland, 22-26 August, 1994, pp. 325-331.
18. X. Vieira Fo, N. Martins, A. Bianco, H.J.C.P. Pinto, M.V.F. Pereira, P. Gomes, M.G. dos Santos, Tools for voltage stability analysis including a probabilistic approach, IV SEPOPE - Symposium of Specialists in Electric Operational and Expansion Planning, May 23-27, 1994, Foz do Iguacu, Brazil, paper SP-47.
19. Aboreshaid S., Billinton R. Probabilistic evaluation of voltage stability. IEEE Trans. PWRS. 14(1):1999;342-348.
20. Melo A.C.G., Mello J.C.O., Granville S. The effects of voltage collapse problems in the reliability evaluation of composite systems. IEEE Trans. PWRS. 12(1):1997;480-488.
21. Billinton R., Aboreshaid S. Voltage stability considerations in composite power system reliability evaluation. Trans. PWRS. 13(2):1998;655-660.
22. Reliability Test System Task Force of the EKE Subcommittee on the Application of Probability Methods, EKE Reliability Test System, IEEE Trans. PAS-98 6 (1979) 2047-2054.
23. Greene S., Dobson I., Alvarado F.L. Contingency ranking for voltage collapse via sensitivities from a single nose curve. Trans. PWRS. 14(1):1999;232-240.
24. Vaahedi E., Fuchs C., Xu W., Mansour Y., Hamadanizadeh H., Morison G.K. Voltage stability contingency screening and ranking. Trans. PWRS. 14(1):1999;256-265.
25. A.M. Leite da Silva, L.A.F. Manso, J.C.O. Mello, R. Billinton, Pseudo-chronological simulation for composite reliability analysis with time varying loads, IEEE Trans. Power Systems, accepted for publication.