The state equations for an electromechanical system are formulated and linearized. Both the nonlinear and linear equations are solved numerically for the incremental motion and large motion cases. The various solutions are compared and discussed.
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References
1.
ZadehL. A.DesoerC. A., Linear Systems Analysis, McGraw-Hill, New York, (1964).
2.
GuptaS. C., Transform and State Variable Methods in Linear Systems, John Wiley, New York, (1966).
3.
NasarS. A.ScottJ. B., ‘Numerical Solution of the State Equation of an Energy Converter with Time-Varying Coefficients’, IEEE Trans. on Circuit Theory, CT-18, pp. 467–469, (July 1971).
4.
SmithI. R.SniderL. A., ‘Prediction of Transient Performance of Isolated Saturated Synchronous Generator’, Proc. IEE, 119, p. 1309, (September 1972).
5.
NasarS. A.ScottJ. B., ‘Time-Domain Formulation of the Dynamics of Induction Motors’, Int. J. Elect. Enging. Educ., 11, pp. 36–44, (January 1974).
6.
SubramaniamP.MalikO. P.‘Digital Simulation of a Synchronous Generator in Direct Phase Quantities’, Proc. IEE, 118, p. 1784, (January 1971).
7.
GourishankerV.KellyD. H., Electromechanical Energy Conversion, Intext, New York, (1973).
8.
NasarS. A., Electromagnetic Energy Conversion Devices and Systems, Prentice-Hall, Englewood Cliffs, pp. 59–63, (1970).
9.
IBM Application Program GH20-0205-4, System/360 Scientific Subroutine Package Version III, Programmer's Manual, pp. 333–335.