Design of non-fragile synchronization of one-sided Lipschitz Lur'e differential inclusion system
SHI Min-jie
HUANG Jun
CHEN Liang
HAN Zheng-zhi
Abstract：This paper proposes a design method for non-fragile synchronization of one-sided Lipschitz Lur'e differential inclusion system.Firstly,mathematical models of master system and slave system as well as some related assumptions are presented.Both the definitions and properties of one-sided Lipschitz functions are also introduced briefly.Then,based on the output,a non-fragile controller is designed to make the error system asymptotically stable.The necessity of designing this controller is also stated.Finally,the rotor system is considered as an example and then simulated by Simulink.The simulation results show the effectiveness of the proposed non-fragile controller by using Scilab which provides the feasible solution for mixed problem of the linear matrix inequality and linear matrix equality.
Keywords：differential inclusionone-sided Lipschitzsynchronizationnon-fragile
Publication Date：2017-01-01
Online Publishing Date：2025-08-15(First online date of this platform, not the publication date of the document)
Pages：8( 1654-1661 )