Abstract
In Chapter 3, I defined and applied modal analysis to understanding the nature of power system oscillations. However, it is necessary to do more than understand; controls, which modify the natural behaviour of the interconnected synchronous generators, must be designed. While power systems are essentially nonlinear, we have seen that their oscillations about an operating point can be predicted accurately from a linearized system model. For oscillation damping control design, we can use this to justify the application of linear control theory.
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References
W.R. Evans, ‘Graphical analysis of control systems’, Trans. AIEE, vol 67, 1948, pp 547.
W.R. Evans, ‘Control system synthesis by root locus method’, Trans. AIEE, vol 69, 1950, pp 66.
Thomas Kailath, Linear Systems, Pentice-Hall Inc., Englewood Cliffs, 1980.
F.L. Pagola, I.J. Pérez-Arriaga, G.C. Verghese, ‘On Sensitivities, Residues and Participations’, IEEE Trans on Power Systems, vol PWRS-5, no. 1, February 1989, pp. 278–285.
H. Nyquist, ‘Regeneration Theory’, Bell System Tech. J., vol 11, 1932.
R.V. Shepherd, ‘Synchronizing and Damping Torque Coefficients for Synchronous Machines’, Trans. A.I.E.E., vol 90, Pt. III, 1961, pp. 180–189.
Gibbard, M.J., ‘Coordinated Design of multimachine power system stabilizers based on damping torque concepts’, Proc IEE, Part C, Vol 135, 1998, pp. 276–284.
R.T. Byerly, R.J. Bennon and D.E. Sherman, ‘Eigenvalue analysis of synchronizng power from oscillations in large power systems’, IEEE Transactions on Power Applications in Systems, PAS-101, 1982, pp. 235–243.
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Rogers, G. (2000). Modal Analysis for Control. In: Power System Oscillations. The Springer International Series in Engineering and Computer Science. Springer, Boston, MA. https://doi.org/10.1007/978-1-4615-4561-3_4
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DOI: https://doi.org/10.1007/978-1-4615-4561-3_4
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