This paper considers the problem of asymptotic output regulation by output dynamic feedback for continuous-time linear switching systems, with the requirement of asymptotic stability of the regulation loop. Using tools and methods of the geometric approach, necessary and sufficient conditions for the existence of solutions, under suitable assumptions, are found. A synthesis procedure is outlined in case a stronger sufficient condition holds. The case of different stability requirements, in particular that of quadratic stability, is discussed.
Elena Zattoni, Anna Maria Perdon, Giuseppe Conte (2013). A Geometric Approach to Output Regulation for Linear Switching Systems. Centerville, OH 45458 : IFAC-PapersOnLine in partnership with Elsevier [10.3182/20130204-3-FR-2033.00007].
A Geometric Approach to Output Regulation for Linear Switching Systems
ZATTONI, ELENA;
2013
Abstract
This paper considers the problem of asymptotic output regulation by output dynamic feedback for continuous-time linear switching systems, with the requirement of asymptotic stability of the regulation loop. Using tools and methods of the geometric approach, necessary and sufficient conditions for the existence of solutions, under suitable assumptions, are found. A synthesis procedure is outlined in case a stronger sufficient condition holds. The case of different stability requirements, in particular that of quadratic stability, is discussed.I documenti in IRIS sono protetti da copyright e tutti i diritti sono riservati, salvo diversa indicazione.
