摘要
In this paper, the finite-time control of nonlinear impulsive switched positive systems (ISPSs) is studied, where the impulses and bounded disturbance are both fully considered. By designing a novel event-triggered strategy, we present LMI-based conditions for the existence of a controller that guarantees finite-time boundedness (FTB) of the resulting closed-loop systems based on the average dwell time (ADT) method. Further, the finite-time weighted L-2-gain performance of the considered systems is analyzed. Also, a lower bound of the minimum inter-event interval is obtained to preclude the Zeno behavior. Finally, a numerical example is given to compare the differences between different controllers and to verify the effectiveness of the presented conclusions.
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单位桂林理工大学