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Hamilton Energy Control for the Chaotic System with Hidden Attractors
In this paper, the dynamic behavior and control of chaotic systems with hidden attractors are studied. Firstly, a class of autonomous chaotic systems without the equilibrium point is proposed. Secondly, quantitative analysis methods are applied to explore the dynamic behavior of the new chaotic systems. Then, the Hamilton energy function of the new system is calculated by the Helmholtz theorem and the energy feedback controller is designed. Finally, the effectiveness of the controller isdoi:10.1155/2021/5530557 fatcat:ekluotp4mjbenbwpoe5ooe3mvy