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- W2362189849 abstract "A new chaotic system is contructed,it is different from Lorenz,Rsslor,Chen system which has one nonlinear function in every equation in the system and has complex dynamical character,this system is chaotic when its parameters satisfy certain conditions,which is verified via theoretical analysis,Lyapunov exponents,Lyapunov dimension,power spectrum and phase portraits.Then,the periodic and chaotic behaviors are exactly portrayed by using global bifurcation,global Lyapunov exponents spectrum and Poincare mapping with computer simulation,which depict global bifurcation behavior and forming process of chaos,and sufficient conditions for the global synchronization of nonlinearly coupled new chaotic system are given.The conclusion is proved theoretically based on Lyapunov method,and the effectiveness of this method is proved based on numerical simulation.Finally,by calculating the circuit parameter and theoretical analyzing the phase track figure the consistency of experimental results and computer simulations are proved." @default.
- W2362189849 created "2016-06-24" @default.
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- W2362189849 date "2010-01-01" @default.
- W2362189849 modified "2023-09-27" @default.
- W2362189849 title "Chaotic Analysis and Circuit Simulation for a Novel Chaotic System" @default.
- W2362189849 hasPublicationYear "2010" @default.
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