Zhongfu Zhou, Tai C. Yang, Paul M. Holland, Richard P. Lewis, and Petar Igic
[1] E.V. Larsen & D.A. Swann, Applying power system stabilizersparts I–III, IEEE Transactions on Power Aparatus System,10(1), 1981, 3017–3046. [2] P. Kundur, M. Klein, G.J. Rogers, & M. Zwyno, Applicationof power system stabilisers for enhancement of overall systemstability, IEEE Transactions on Power System, 4(2), 1989,614–622. [3] M.A. Abido, Pole placement technique for PSS and TCSC-based stabilizer design using simulated annealing, InternationalJournal of Electric Power and Energy Systems, 22(8), 2000,543–554. [4] J. Ritonja, D. Dolinar, & B. Grcar, Simple adaptive controlfor a power-system stabilizer, IEE Proceedings Control TheoryApplication, 147(4), 2000, 373–380. [5] M. Klein, G.J. Rogers, S. Moorty, & P. Kundur, Analyticalinvestigation of factors influencing power system stabilisersperformance, IEEE Transactions on Energy Conversion, 7(3),1992, 382–389. [6] A. Ghosh, G. Ledwich, O.P. Malik, & G.S. Hope, Powersystem stabiliser based on adaptive control technique, IEEETransactions on Power Apparatus System, 13(1), 1984, 1983–1989. [7] Q.H. Wu, B.W. Hogg, & G.W. Irwin, A neural network regulatorfor turbo alternators, IEEE Transaction on Neural Networks,3(1), 1992, 95–100. [8] M. Klein, L.X. Le, G.J. Rogers, S. Farrokhpay, & N.J. Balu,H damping controller design in large power systems, IEEETransactions on Power Systems, 10(1), 1995, 58–66. [9] M.u. Taranto, G.N. Shiau, J.K. Chow, & J.H. Othman, Robustdecentralised design for multiple FACTS damping controllers,IEE Proceedings on Generation, Transmission and Distribution,144(1), 1997, 61–67. [10] C. Zhu, V. Vittal, & W. Qiu, Robust power system stabilizerdesign using H loop shaping approach, IEEE Transactions onPower System, 18(2), 2003, 810–818. [11] J.J. Sanchez-Gasca & J.H. Chow, Power system reductionto simplify the design of damping controllers for inter-areaoscillations, IEEE Transactions on Power Systems, 11(3), 1996,1342–1349. [12] D.J. Trudnowski, Order reduction of large-scale linear oscil-latory system models, IEEE Transactions on Power Systems,9(1), 1994, 451–458. [13] F.P. De Mello & C. Concordia, Concepts of synchronous machinestability as affected by excitation control, IEEE Transactionson Power Aparatus Systems, 88(4), 1969, 316–323. [14] P. Kundur, M. Klein, G.J. Rogers, & M.S. Zywno, Applicationof power system stabilisers for enhancement of overall systemstability, IEEE Transactions on Power Systems, 4(2) 1989,614–626.47 [15] M.J. Gibbard, Robust design of fixed parameter power systemstabilisers over a wide range of operating conditions, IEEETransactions on Power Systems, 6(2), 1991, 794–800. [16] D.C. Lee & P. Kundur, Advanced excitation controls for powersystem stability enhancement, Int. Conf. on Large High VoltageElectric Systems, CIGRE, Paris, 1986, Paper 38-01. [17] T.C. Yang, H. Yu, R.C.D. Young, & C.R. Chatwin, Powersystem stabilizer design based on structured singular values,International Journal of Power and Energy, 25(2), 2005, 1–9. [18] T.C. Yang, Applying sequential loop closure method to powersystem stabiliser design, Control Engineering Practice, 10(4),1996, 1371–1380. [19] Power System Toolbox, Cherry Tree Scientific Software,Canada. [20] H. Wu, K.S. Tsakalis, & G.T. Heydt, Evaluation of timedelay effects to wide-area power system stabilizer design, IEEETransactions On Power Systems, 19(4), 2004, 1935–1941. [21] S. Dechanupaprittha & I. Ngamroo, Design of robust powersystem stabilizers in a multi-machine power system using Tabusearch algorithm, IEEE ICIT02, Bangkok, Thailand, 2002. [22] D.M. Lam & H. Yee, A study of frequency response of gener-ator electrical torque for power system stabilizer design. IEEETransactions on Power Systems, 13(3) 1998, 1136–1142. [23] P.S. Rao & I. Sen, Robust tuning of power system stabilisersusing QFT, IEEE Transactions on Control Systems Technology,7(4), 1999, 478–486.
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