Control system

Boots – shoes – and leggings

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364176, 364165, 364194, 395 21, 395903, C05B 1302, G06F 1518

Patent

active

055109764

ABSTRACT:
A control system is for accelerating stabilization of a chaotic state of a controlled system into a desired periodic state. In the control system, the SOGY algorithm is extended to permit selection of a region on a chaotic attractor as a target, so that the SOGY algorithm can be successfully combined with the OGY algorithm for the purpose of stabilization of the controlled system in the periodic state. Also, the method of nonlinear prediction is introduced so as to secure the effectiveness of the SOGY algorithm. Further, an uncertainty of prediction is taken into consideration so as to eliminate unnecessary control and to improve the effectiveness of the SOGY algorithm.

REFERENCES:
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Shinbrot et al--"Using Chaos to Direct Trajectories to Targets"--24 Dec. 1990--pp. 3215-3218.
Peng et al--"Controlling Chemical Chaos"--J. Phys. Chem. 1991--pp. 4957-4959.
Rhode et al, "Adaptive Learning to Control Chaos", IEEE/IEE Publications Ondisc, System Theory, 1994 Southeastern Symposium.
Faramarz et al, "Criteria for Chaos in Adaptive Control", IEEE/IEE Pub. Ondisc, Circuits and Systems, 1989 IEEE Midwest Symposium.
Freeland et al, "Multipredictor Modeling with Application in Chaotic Signals", IEEE/IEE Pub. Ondisc, ICASSP '93: Acoustic Speech & Signal Process Conference.
Haralobos et al, "Optimal Detection of a Class of Chaotic Signals", IEEE/IEE Pub. Ondisc, ICASSP '93: Acoustic Speech & Signal Process. Conference.
Li et al, "Chaotic Detection of Small Target in Sea Clutter", IEEE/IEE Pub. Ondisc, ICASSP '93: Acoustics Speech & Signal Process Conference.
Sanchez, "Soft Computing Perspectives", IEEE/IEE Pub. Ondisc, Multiple-Valued Logic, 1994, 24th International Symposium.

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