A GENERALIZED NEWTON’S OPTIMAL POWER FLOW MODELLING WITH FACTS DEVICES

N.P. Padhy∗ and M. A. Abdel Moamen∗∗

References

  1. [1] H. Sadat, Power system analysis (New York: McGraw Hill,1999).
  2. [2] J.J. Paserba, How FACTS controllers benefit AC transmissionsystems, IEEE Power Engineering Society General Meeting,6–10 June 2004, 1257–1262.
  3. [3] D.J. Gotham & G.T. Heydt, Power flow control and power flowstudies for systems with FACTS devices, IEEE Transactionson Power Systems, 13 (1), February 1998, 60–65.
  4. [4] A. Edris, FACTS technology development: an update, IEEEPower Engineering Review, 20 (3), March 2000, 4–9.
  5. [5] N.G. Hingorani & L. Gyugyi, Understanding FACTS, conceptsand technology of flexible AC transmission systems (Piscataway,NJ: IEEE Press, 2000).
  6. [6] S.Y. Ge & T.S. Chung, Optimal active power flow incorporatingpower flow control needs in flexible AC transmission systems,IEEE Transactions on Power Systems, 14 (2), May 1999, 738–744.
  7. [7] S.Y. Ge & T.S. Chung, Optimal active power flow incorpo-rating FACTS devices with power flow control constraints,International Journal of Electrical Power & Energy Systems,20 (5), May 1998, 321–326.
  8. [8] T.S. Chung, D. Qifeng, & Z. Boming, Optimal active OPF withFACTS devices by an innovative load-equivalent approach,IEEE Power Engineering Review, 20 (5), May 2000, 63–66.
  9. [9] T.S. Chung & Y.Z. Li, A hybrid GA approach for OPF withconsideration of FACTS devices, IEEE Power EngineeringReview, 21 (2), February 2001, 47–50.
  10. [10] W. Deng & T. Lie, Optimal compensation of variable seriescapacitors for improved economic dispatch in power systems,Proceedings of International Conference of Energy Managementand Power Delivery, 1999, 732–737.
  11. [11] S. Nilsson, Experience and use of FACTS, EPSOM ’98, Zurich,Switzerland, September 23–25, 1998.
  12. [12] S. Nilsson, Security aspects of flexible AC transmission sys-tem controller applications, International Journal of ElectricalPower and Energy Systems, 17 (3), June 1999, 173–180.237
  13. [13] C.R. Fuerte-Esquivel & E. Acha, A Newton-type algorithmfor the control of power flow in electrical power networks,IEEE Transactions on Power Systems, 12 (4), November 1997,1474–1480.
  14. [14] M. Noroozian & G. Andersson, Power flow control by use ofcontrollable series components, IEEE Transactions on PowerDelivery, 8 (3), July 1993, 1420–1429.
  15. [15] W.F. Tinney & C.E. Hart, Power flow solution by Newton’sMethod, IEEE Transactions on Power Apparatus and Systems,PAS-86 (11), November 1967, 1866–1876.
  16. [16] Ying Xiao, Y.H. Song, & Y.Z. Sun, Power flow control ap-proach to power systems with embedded FACTS devices,IEEE Transactions on Power Systems, 17 (4), November 2002,943–950.
  17. [17] S. Arabi & P. Kundur, A versatile FACTS device model forpower flow and stability simulations, IEEE Transactions onPower Systems, 11 (4), November 1996, 1944–1950.
  18. [18] D. Povh, Load flow control in high voltage power systemsusing FACTS controllers, CIGR ´E TF 38-01-06 on Load FlowControl, January 1996.
  19. [19] H. Ambriz-Perez, E. Acha, & C. Fuerte-Esquivel, AdvacedSVC model for Newton–Raphson load flow and newton optimalpower flow studies, IEEE Transactions on Power Systems,15 (1), February 2000, 129–136.
  20. [20] H. Ambriz-Perez, E. Acha, C. Fuerte-Esquivel, & A. DelaTorre, Incorporation of a UPFC in an optimal power flow usingNewton’s method, IEE Proceedings Generation Transmission& Distribution, 145 (3), May 1998, 336–344.
  21. [21] G.N. Taranto, L.M. Pinto, & M.V. Pereira, Representationof FACTS devices in power system economic dispatch, IEEETransactions on Power Systems, 7 (2), May 1992, 572–576.
  22. [22] P. Bhasaputra & W. Ongsakul, Optimal power flow with multi-type of FACTS devices by hybrid TS/SA approach, IEEE ICIT’02, IEEE International Conference on Industrial Technology,Vol. 1, 11–14 December 2002, 285–290.
  23. [23] G.R.M. Da Costa & C.E.U. Costa, Improved Newton methodfor optimal power flow problem, International Journal ofElectrical Power & Energy Systems, 22 (7), October 2000,459–462.
  24. [24] I.D. Sun, B. Ashley, B. Bewer, A. Hughes, et al., Optimalpower flow by Newton approach, IEEE Transactions on PowerApparatus and Systems, PAS 103 (10), October 1984, 2864–2875.
  25. [25] H.W. Kuhn & A.W. Tucker, Nonlinear programming, Proceed-ings of 2nd Berkeley Symposium on Mathematical Statisticsand Probability, University of California Press, 1961, 481–492.
  26. [26] D.G. Luenberger, Linear and non-linear programming(Canada: Addison-Wesley Publishing Company, 1984), 295–392, 423–450.
  27. [27] D.P. Bertsekas, Constrained optimization Lagrange multipliermethod (New York: Academic Press, 1982).
  28. [28] D.P. Bertsekas, Multiplier methods: A survey, Automatica,12, 1976, 133–145.
  29. [29] www.ee.washington.edu

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