The geometric approach proposed in Califano et al. (‘‘Nonlinear noninteracting control with stability in discrete-time: a geometric approach’’, Int. J. Control, 75(1), pp. 11–22, 2002) for non-linear non-interacting control with stability via static state feedback in discrete time, is now used to find a dynamic solution for systems characterized by an invertible drift. Geometric necessary and sufficient conditions are given. A constructive procedure for the computation of the dynamic compensator solving the problem is proposed.
Non-linear non-interacting control with stability in discrete time: a dynamic solution / Califano, Claudia; Monaco, Salvatore; NORMAND CYROT, D.. - In: INTERNATIONAL JOURNAL OF CONTROL. - ISSN 0020-7179. - 78:6(2005), pp. 443-459. [10.1080/00207170500089539]
Non-linear non-interacting control with stability in discrete time: a dynamic solution
CALIFANO, Claudia
;MONACO, Salvatore
;
2005
Abstract
The geometric approach proposed in Califano et al. (‘‘Nonlinear noninteracting control with stability in discrete-time: a geometric approach’’, Int. J. Control, 75(1), pp. 11–22, 2002) for non-linear non-interacting control with stability via static state feedback in discrete time, is now used to find a dynamic solution for systems characterized by an invertible drift. Geometric necessary and sufficient conditions are given. A constructive procedure for the computation of the dynamic compensator solving the problem is proposed.File | Dimensione | Formato | |
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