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- Control_of_chaos abstract "This article is about chaos observed within non-linear systems. For the technique in the Sonic the Hedgehog games, see Chaos Control.In lab experiments that study chaos theory, approaches designed to control chaos are on based certain observed system behaviors. Any chaotic attractor contains an infinite number of unstable, periodic orbits. Chaotic dynamics, then, consists of a motion where the system state moves in the neighborhood of one of these orbits for a while, then falls close to a different unstable, periodic orbit where it remains for a limited time, and so forth. This results in a complicated and unpredictable wandering over longer periods of time. Control of chaos is the stabilization, by means of small system perturbations, of one of these unstable periodic orbits. The result is to render an otherwise chaotic motion more stable and predictable, which is often an advantage. The perturbation must be tiny[clarify], to avoid significant modification of the system's natural dynamics.Several techniques have been devised for chaos control, but most are developments of two basic approaches: the OGY (Ott, Grebogi and Yorke) method, and Pyragas continuous control. Both methods require a previous determination of the unstable periodic orbits of the chaotic system before the controlling algorithm can be designed.".
- Control_of_chaos wikiPageExternalLink chaos-control.html.
- Control_of_chaos wikiPageID "9481277".
- Control_of_chaos wikiPageRevisionID "605309747".
- Control_of_chaos hasPhotoCollection Control_of_chaos.
- Control_of_chaos subject Category:Chaos_theory.
- Control_of_chaos subject Category:Nonlinear_systems.
- Control_of_chaos type Abstraction100002137.
- Control_of_chaos type Group100031264.
- Control_of_chaos type NonlinearSystem108435246.
- Control_of_chaos type NonlinearSystems.
- Control_of_chaos type System108435388.
- Control_of_chaos comment "This article is about chaos observed within non-linear systems. For the technique in the Sonic the Hedgehog games, see Chaos Control.In lab experiments that study chaos theory, approaches designed to control chaos are on based certain observed system behaviors. Any chaotic attractor contains an infinite number of unstable, periodic orbits.".
- Control_of_chaos label "Control of chaos".
- Control_of_chaos label "Управление хаотическими системами".
- Control_of_chaos sameAs m.028bln9.
- Control_of_chaos sameAs Q4476412.
- Control_of_chaos sameAs Q4476412.
- Control_of_chaos sameAs Control_of_chaos.
- Control_of_chaos wasDerivedFrom Control_of_chaos?oldid=605309747.
- Control_of_chaos isPrimaryTopicOf Control_of_chaos.