Camlibel, M. Kanat

Wouw, Nathan van de

English

The notion of convergent systems is a powerful tool both in the analysis and synthesis of nonlinear systems. Sufficient conditions for convergence have been under investigation for smooth systems and for classes of non-smooth switching systems in the literature. In this paper, we look at a very particular class of non-smooth systems, namely complementarity systems. These systems have the capability of capturing the non-smooth dynamics of various interesting applications from different fields of engineering. The main contribution of this paper is to show that a linear complementarity system is convergent if the underlying linear dynamics possesses a certain positive realness property.</p

Proceedings - University of Groningen

On the convergence of linear passive complementarity systems

https://pure.rug.nl/ws/files/2774898/2007ProcIEEECDCCamlibel2.pdf

On the convergence of linear passive complementarity systems

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Proceedings - University of Groningen