ROBUSTNESS STABILITY BOUNDS FOR LINEAR SYSTEMS WITH MULTIPLE TIME-VARYING DELAYED PERTURBATIONS
【摘要】：正In this paper, by employing the Lyapunov functional method, the robustness bounds of delay-independent asymptotic stability for linear systems with multiple time-varying delayed perturbations including both nonlinear delayed perturbations and linear unstructured/structured perturbations in the delayed states are presented respectively. The robustness bounds are given by solving the Riccati inequalities or calculating the algebraic inequality. The results obtained in this paper are analytically shown to be less conservative than the ones reported so far in the literature. Examples are given to illustrate the usefulness of the results.