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Abstract
Modern technical systems, as a rule, operate in essentially nonlinear modes, are multicomponent and are described by a large number of state variables. When synthesizing regulators for such systems, one has to face a lack of available control strategies and analysis methods. Traditional (developed for linear systems) methods of design and analysis, when faced with non-linearities, in most cases turn out to be untenable. The theory of designing nonlinear regulators is still under development. Individual methods are very "fragmented", they focus on their own rather narrow class of systems and have individual limitations that do not allow them to be considered from a single point of view.
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References
- Asarin, E. Towards computing phase portraits of polygonal differential inclusions / E. Asarin, G. Schneider, S. Yovine // HSCC'2002 (Hybrid Systems: Computation and Control). LNCS Nro. 2289. Stanford, USA, March 2002. -P. 49-61.
- Bailey-Kellogg, C. Qualitative analysis of distributed physical systems with applications to control synthesis / C. Bailey-Kellogg, F. Zhao // Proc. of AAAI (American Association for Artificial Intelligence). 1998.
- Bashi, A.S. A comparison between linear quadratic control and sliding mode control / A. S. Bashi. 1997.