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Self-locating control of chaotic systems using Newton algorithm

Xu, D; Bishop, SR; (1996) Self-locating control of chaotic systems using Newton algorithm. PHYS LETT A , 210 (4-5) 273 - 278.

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An algorithm is introduced, based on the Newton method, to stabilize chaotic systems onto a desired periodic orbit utilizing the feedback of an output sequence on accessible parameters. The method does not necessarily rely on explicit knowledge of the system dynamics and only an approximate location of the desired periodic orbit is required which can subsequently be automatically and accurately detected in the control process. The algorithm is locally stable, has a fast convergence rate, is applicable to arbitrary dimensional systems, and is suitable for experimental situations. In numerical simulations, a pair of periodically forced, coupled Duffing oscillators is investigated, which produce a 4-D system.

Type: Article
Title: Self-locating control of chaotic systems using Newton algorithm
UCL classification: UCL > School of BEAMS
UCL > School of BEAMS > Faculty of Maths and Physical Sciences
URI: http://discovery.ucl.ac.uk/id/eprint/96875
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