Chaos and Bifurcation Control Using Nonlinear Recursive Controller
Articles
A. M. Harb
Oakland University, USA
M. A. Zohdy
Oakland University, USA
Published 2002-12-05
https://doi.org/10.15388/NA.2002.7.2.15192
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Keywords

nonlinear theory
bifurcation
chaos
backstepping
pole placement
Lyapunov
control systems

How to Cite

Harb, A.M. and Zohdy, M.A. (2002) “Chaos and Bifurcation Control Using Nonlinear Recursive Controller”, Nonlinear Analysis: Modelling and Control, 7(2), pp. 37–43. doi:10.15388/NA.2002.7.2.15192.

Abstract

Chaos and bifurcation control is achieved by nonlinear controller that is able to mitigate the characteristics of a class of nonlinear systems that are experiencing such phenomenon. In this paper, a backstepping nonlinear recursive controller is presented. Comparison has been made between it and a Pole Placement controller. The study shows the effectiveness of the proposed control under various operating conditions.

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