Controllability of transport network systems by the regular linear systems approach
Next week, our postdoctoral researcher Yassine El Gantouh from UAM, will talk on “Controllability of transport network systems by the regular linear systems approach” at the Advanced Seminar of the Chair of Dynamical Systems at University of Passau.
Abstract. In this talk, we study the controllability properties of a class of transport processes on metric graphs subjected to time-invariant transmission conditions. Based on the feedback theory of infinite-dimensional linear systems, we introduce a necessary and sufficient condition for the boundary approximate controllability of such systems. Starting from this condition, we characterize approximate controllability in terms of an algebraic property of the system coefficients, which reduces to the usual Kalman controllability criterion in the case of a simple transport process. In addition, we present a new algebraic controllability condition in terms of reducibility and generic rank of the so-called extended controllability matrix associated with the transport network system.
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Meeting ID: 649 6293 1853 | PIN: 701875
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