This paper deals with the stabilization of 1-D linear hyperbolic systems with saturated feedback boundary control. By following a Lyapunov approach, sufficient conditions for global exponential stability in the L2 norm are given in the form of matrix inequalities. Numerical examples are presented to illustrate the theoretical results.
Design of saturated boundary control for hyperbolic systems
Ferrante F.;
2020
Abstract
This paper deals with the stabilization of 1-D linear hyperbolic systems with saturated feedback boundary control. By following a Lyapunov approach, sufficient conditions for global exponential stability in the L2 norm are given in the form of matrix inequalities. Numerical examples are presented to illustrate the theoretical results.File in questo prodotto:
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