A novel 4-D chaotic exponential system with three parameters and its circuit implementation
The new 4-D chaotic exponential system with three parameters and its circuit implementation are the main topics of this paper.The results show the unique and varied kinetic properties of this system through theoretical analysis and numerical simulation of the fundamental dynamical behavior of the system.Properties like system invariance and dissipation,stability of equilibrium points,Lyapunov and in-dex spectrum,and bifurcation diagram,are among those that are identified.Second,the results of the cir-cuit simulation performed with Simulink software concur with those of the numerical analysis,demonstra-ting the viability of the new four-dimensional chaotic system and establishing an experimental foundation for the use of exponential chaotic systems in circuit design.
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维普
