Dynamic Analysis and Robust Control of a Chaotic System with Hidden Attractor

Dynamic Analysis and Robust Control of a Chaotic System with Hidden Attractor

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In this paper, a 3D jerk chaotic system with hidden attractor was explored, and the dissipativity, equilibrium, and stability of this system were investigated.The attractor types, Lyapunov exponents, and Poincare section of the system under different parameters were analyzed.Additionally, a circuit was carried out, and a pica limon packets good similarity between the circuit experimental results and the theoretical analysis testifies the feasibility and practicality of the original system.Furthermore, a robust feedback controller was designed based on the finite-time stability theory, which guarantees the synchronization of 3D jerk master-slave system in finite time and asymptotically converges to the origin.Finally, casual azul tequila we also give verification for the discussion in this paper by numerical simulation.