A new modeling of loading margin and its sensitivities using rectangular voltage coordinates in voltage stability analysis

International Journal of Electrical Power and Energy Systems

Volumn 32, Issue 4, 2010, Pages 290-298

  Costa, Vander Menengoy da ^a   Guedes, Magda Rocha ^b   Rosa, Arlei Lucas de Sousa ^a   Cantarino, Marcelo ^c  

^a FEDERAL UNIVERSITY OF JUIZ DE FORA   (Brazil)

^b Federal Center of Technologic Education of Minas Gerais CEFET   (Brazil)

^c Campus Pinheiral   (Brazil)

Author keywords

Electrical power systems; Electrical Power Systems; Maximum loading point; Maximum Loading Point; Polar voltage coordinates; Polar Voltage Coordinates; Rectangular voltage coordinates; Rectangular Voltage Coordinates; Sensitivity analysis; Sensitivity Analysis; Voltage stability; Voltage Stability

Indexed keywords

ELECTRICAL POWER SYSTEM; MAXIMUM LOADING; MAXIMUM LOADING POINT; POLAR VOLTAGE COORDINATES; VOLTAGE STABILITY;

COMPUTER SIMULATION; CURRENT VOLTAGE CHARACTERISTICS; ELECTRIC NETWORK ANALYSIS; ELECTRIC POWER SUPPLIES TO APPARATUS; ELECTRICITY; LOADING; MATHEMATICAL MODELS; SYSTEM STABILITY; VOLTAGE CONTROL; VOLTAGE STABILIZING CIRCUITS;

SENSITIVITY ANALYSIS;

EID: 76349099588     PISSN: 01420615     EISSN: None     Source Type: Journal    
DOI: 10.1016/j.ijepes.2009.09.005     Document Type: Article

References (22)

1. Taylor C. Power systems voltage stability. EPRI - power system engineering series (1994), McGraw-Hill
2. Kundur P. Power system stability and control. EPRI - power system engineering series (1994), McGraw-Hill
3. Cutsem T.V., and Vournas C. Voltage stability of electric power systems (1998), University of Liège Belgium, National Technical University, Athens, Greece
4. Kamalasadan S., Thukaram D., and Srivastava A.K. A new intelligent algorithm for online voltage stability assessment and monitoring. Int J Electr Power Energy Syst 31 2 (2009) 100-110
5. Iwamoto S., and Tamura Y. A load flow calculation method for ill-conditioned power systems. IEEE Trans Power Syst PAS-100 4 (1981) 1736-1743
6. Da Costa V.M., Martins N., and Pereira J.L.R. Developments in the Newton-Raphson power flow formulation based on current injections. IEEE Trans Power Syst 14 4 (1999) 1320-1326
7. Da Costa V.M., Pereira J.L.R., and Martins N. An augmented Newton-Raphson power flow formulation based on current injections. Int J Electr Power Energy Syst 23 4 (2001) 305-312
8. Variz A.M., Da Costa V.M., Pereira J.L.R., and Martins N. Improved representation of control adjustments into the Newton-Raphson power flow. Int J Electr Power Energy Syst 25 7 (2003) 501-513
9. Exposito A.G., and Ramos E.R. Augmented rectangular load flow model. IEEE Trans Power Syst 17 2 (2002) 271-276
10. Garcia P.A.N., Pereira J.L.R., Da Costa V.M., and Martins N. Three phase power flow calculations using the current injection method. IEEE Trans Power Syst 15 2 (2000) 508-514
11. Garcia P.A.N., Pereira J.L.R., Carneiro Jr. S., Vinagre M.P., and Gomes F.V. Improvements in the representation of PV buses on three-phase distribution power flow. IEEE Trans Power Delivery 19 2 (2004) 894-896
12. Da Costa V.M., Oliveira M.L., and Guedes M.R. Developments in the analysis of unbalanced three-phase power flow solutions. Int J Electr Power Energy Syst 29 2 (2007) 501-513
13. Ajjarapu V., and Christy C. The continuation power flow: a tool for steady state voltage stability analysis. IEEE Trans Power Syst 7 1 (1992) 416-423
14. Alves D.A., da Silva L.C.P., Castro C.A., and da Costa V.F. Continuation method parameterized by power losses. IEEE Trans Power Syst 2 1 (2000) 763-768
15. Flueck A.J., Gonella R., and Dondeti J.R. A new power sensitivity method of ranking branch outage contingencies for voltage collapse. IEEE Trans Power Syst 17 2 (2002) 265-270
16. Zhang X.P., Ju P., and Handschin E. Continuation three-phase power flow: a tool for voltage stability analysis of unbalanced three-phase power systems. IEEE Trans Power Syst 20 3 (2005) 1320-1329
17. Kim S.S., Kim M.K., and Park J.K. Consideration of multiple uncertainties for evaluation of available transfer capability using fuzzy continuation power flow. Int J Electr Power Energy Syst 30 10 (2008) 581-593
18. Cañizares C.A., Alvarado F.L., DeMarco C.L., Dobson I., and Long W.F. Point of collapse methods applied to ac/dc power systems. IEEE Trans Power Syst 7 2 (1992) 673-683
19. Cañizares C.A., and Alvarado F.L. Point of collapse and continuation methods for large ac/dc systems. IEEE Trans Power Syst 8 1 (1993) 1-8
20. Irisarri G.D., Wang X., Tong J., and Mokhtari S. Maximum loadability of power systems using interior points non-linear optimization method. IEEE Trans Power Syst 12 1 (1997) 162-172
21. Dai Y., Mccalley J.D., and Vittal V. Simplification, expansion and enhancement of direct interior point algorithm for power system maximum loadability. IEEE Trans Power Syst 15 3 (2000) 1014-1021
22. Greene S., Dobson I., and Alvarado F.L. Sensitivity of the loading margin to voltage collapse with respect to arbitrary parameters. IEEE Trans Power Syst 12 1 (1997) 262-272