Abstract
The application of model order reduction techniques in electrical engineering is a classical problem. This is due to the fact that electrical engineering problems often involve large-scale systems [1], or very fast processes that have to be controlled using low-order controllers [2].
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References
DragoslavŠiljak D. Large-scale dynamic systems. North-Holland, New York, 1978
Fortuna L, Gallo A, Nunnari G. A self-tuning control implementation by using a transputer-based parallel architecture. Trans Inst Meas Contr 1990; 12(3): 156–164
Moore BC. Principal component analysis systems: Controllability, observability, and model reduction. IEEE Trans Auto Contr 1981; 26: 17–32
Opdenacker PH, Jonckheere EA. LOG balancing and reduced LQG compensation of symmetric passive systems. Int J Contr 1985; 41(1): 73–109
Troullions G, Dorsey JF. Application of balanced realizations to power system equivalents. IEEE Trans Auto Contr 1985; 30(4): 414–416
Chow JH, Allemong JJ, Kokotovic PV. Singular perturbation analysis of systems with sustained high frequency oscillations. Automatica 1978; 14: 271–279
Ramamoorty M, Arumugan M. Design of optimal regulators for synchronous machines. In: IEEE PAS-92, 1973, pp 269–277
Albanese R, Coccorese V, Coco S, Martone R, Rubinacci G. Model reduction for eddy current problems. In: Proceedings of the 3rd IGTE International Symposium, Graz, Austria, 1988
Bottura L, et al. 3-D eddy current effects in the JET vacuum vessel structure. In: 15th SOFT, Utrecht, 1988
Baglio S, Fortuna L, Marino M, Muscato G. A transputer based software tool for large scale system balancing. In: Proceedings of the Conference on Transputer Applications, Glasgow, UK, 1991
Laub AJ, Heath MT, Paige CC, Ward RC. Computation of system balancing transformation. In: Proceedings of the 25th Conference on Decision and Control, Athens, Greece, December 1986
Consoli A, Fortuna L, Gallo A. Induction motor identification by a microcomputer based structure. IEEE Trans Ind Electr 1987; 34(4): 422–428
Cornell EP, Lipo TA. Modelling and design of controlled current induction motor drive systems. IEEE Trans Ind Appl 1977; 4: 321–330
Slemon GR. Circuit models for polyphase induction machines. Electr Mach Power Syst 1983; 8(4-5)
Fortuna L, Huart M, Noll P. Simulation of the flywheel generator-converter in the JET load. In: Wahlström B, Leiviskä K (eds) Modeling and simulation in engineering, Elsevier, 1986
Kokotovic PV. Feedback design of large linear systems. McGraw-Hill, New York, 1972
Fortuna L, Gallo A, Nunnari G. A new representation of SISO systems for studying approximated models. J. Franklin Inst 1988; 325(1): 143–153
Willems JC. Realization of systems with internal passivity and symmetry constrains. J Franklin Inst 1976; 301(6): 605–621
Anderson BDO. A system theory criterion for positive real matrices. SIAM J Contr 1967; 5: 171–182
Opdenacker PH, Jonckheere EA. Characterization of passive systems through their closed-loop LQG characteristic values. IEEE Trans Circ Syst 1987; 34: 324–326
Fortuna L, Gallo A, Nunnari G. A new parametrization of MIMO systems. Int J Syst Sci 1989; 20(9): 1647–1657
Fortuna N, Gallo A, Nunnari G. A new approach to characterize stationary network properties. In: IEEE Symposium on Circuits and Systems, Helsinki, Finland, 1988
Jonckheere EA, Silverman LM. A new set of invariant for linear systems-Application to reduced order compensator design. IEEE Trans Auto Contr 1983; 28: 953–964
Fortuna L, Gallo A, Nunnari G. A new scheme for the approximation of linear systems with bounded stable symmetric transfer matrix. In: IEEE Symposium on Circuits and Systems, Portland, USA, 1989
Fortuna L, Gallo A, Guglielmino C, Nunnari G. On the solution of a non-linear matrix equation for MIMO symmetric realizations. Syst Contr Lett 1988; 11(1): 79–82
Opdenacker PC, Jonckheere EA. A contraction mapping preserving balanced reduction scheme and its infinity norm error bounds. IEEE Trans Circ Syst 1988: 35(2): 184–189
Desai UB. Reduced-order modelling of stochastic process with applications to estimation. In: Desai UB (ed) Modelling and applications of stochastic process.Kluwer, Boston, 1986
Kimura H. Robust stabilization for a class of transfer functions. IEEE Trans Auto Contr 1984; 29(9): 788–793
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© 1992 Springer-Verlag London Limited
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Fortuna, L., Nunnari, G., Gallo, A. (1992). Applications in Electrical Engineering. In: Model Order Reduction Techniques with Applications in Electrical Engineering. Springer, London. https://doi.org/10.1007/978-1-4471-3198-4_4
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DOI: https://doi.org/10.1007/978-1-4471-3198-4_4
Publisher Name: Springer, London
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