1997 1st International Conference, Control of Oscillations and Chaos Proceedings (Cat. No.97TH8329)
DOI: 10.1109/coc.1997.626632
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Bounded tracking controllers for the chaotic (forced) Duffing equation

Abstract: This paper deals with the design of feedback controllers for a chaotic dynamical system l i e the Duffing equation. Lyapunov theory is used to show that the proposed bounded controllers achieve global convergence for any desired trajectory. Some simulation examples illustrate the presented ideas.

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Cited by 5 publications
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“…Based on the ideas presented by Lefeber (1996) and applied to the bounded tracking control of chaotic systems in (Lefeber and Nijmeijer 1996, Lefeber and Nijmeijer 1997a, Lefeber and Nijmeijer 1997b we combine a PD controller with a PID controller. First we apply the global PD controller, which leads to a steady state error.…”
Section: Paper I: Global Asymptotic Stability Of Robot Manipulators W...mentioning
confidence: 99%
“…Based on the ideas presented by Lefeber (1996) and applied to the bounded tracking control of chaotic systems in (Lefeber and Nijmeijer 1996, Lefeber and Nijmeijer 1997a, Lefeber and Nijmeijer 1997b we combine a PD controller with a PID controller. First we apply the global PD controller, which leads to a steady state error.…”
Section: Paper I: Global Asymptotic Stability Of Robot Manipulators W...mentioning
confidence: 99%