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Distributed control schemes for large-scale interconnected discrete-time linear systems. (English) Zbl 1128.93366

Summary: We derive distributed control schemes for large-scale interconnected discrete-time linear systems. Our work is a discrete-time analog of the results of M. Aldeen [Int. J. Control 53, No. 5, 1035–1054 (1991)] for large-scale interconnected power systems.

MSC:

93C55 Discrete-time control/observation systems
93B11 System structure simplification
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References:

[1] Davison, E. J., A method for simplifying linear dynamic systems, IEEE Trans. Auto. Control, AC-11, 93-101 (1966)
[2] Hickin, J.; Sinha, N. K., Model reduction for linear multivariable systems, IEEE Trans. Auto. Control, AC-25, 1121-1127 (1980) · Zbl 0483.93010
[3] Litz, L.; Roth, H., State decomposition for singular perturbation order reduction—A modal approach, International J. Control, 34, 937-954 (1981) · Zbl 0468.93010
[4] Lastman, G. J.; Sinha, N. K.; Rozsa, P., On the selection of states to be retained in a reduced-order model, (IEE Proceedings, 131 (1984)), 15-24 · Zbl 0528.93008
[5] Aldeen, M., Interaction modelling approach to distributed control with application to power systems, International J. Control, 53, 1035-1054 (1991)
[6] Fosha, C. E.; Elgerd, O. I., The megawatt-frequency control problem: A new approach via optimal control theory, IEEE Trans. Power Apparatus and Systems, 89, 563-571 (1970)
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