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Multiple generalized stability of nonlinear delayed systems subject to impulsive disturbance
Fanghai Zhang1, Changlin Zhan1
1School of Electrical Engineering and Automation, Hefei University of Technology, Hefei, 230009, Anhui China.
Abstract:
The multiple generalized stability of nonlinear systems with impulsive disturbance and distributed delays is studied in this paper. By using the state space partition method, the number of multiple equilibrium points for n-dimensional system is given by with integer , and the sufficient conditions for generalized stability of equilibrium points are derived. Finally, the theoretical results are illustrated by using the simulations of an example.
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