NDLI: Discrete adaptive control of a chaotic system under disturbances

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2000 2nd International Conference. Control of Oscillations and Chaos. Proceedings (Cat. No.00TH8521)

Volume 3 - 2000

Statistical bilinearization in stochastic nonlinear dynamics

Amplitude dependent analysis and stabilization for nonlinear sampled-data control systems

Sensitivity analysis for the Floquet multipliers

Frequency analysis of linear periodical systems. Theory and experiment

Finding singular functions of the convolution operator

Separation of chaotic signals using their inherent dynamical nature

Controlling chaotic systems with disturbance using backstepping design and nonlinear damping

Stabilizing periodic orbits in forced nonlinear systems: an LMI-based synthesis technique

Stabilization of quasiperiodic output in a Q-switched Nd:YAG laser

Discrete adaptive control of a chaotic system under disturbances

Control of oscillations and chaos in canonical neocortical microcircuits

Interspike and interburst intervals: nonlinear dynamics approach

Neurodynamical route to chaos and normal speech vs. stuttering

Suppressing arrhythmias in cardiac models with overdrive pacing

The effect of noise on a bistable regime in the dynamical model of locomotor rhythm

Oscillatory network model of the brain visual cortex with controlled synchronization

Neural network control of elastic waves transformations and suppression of amplitudes of oscillations in laminated piezoelectric composites

Synchronization of two-phase harmonic oscillator using sliding mode vector control

Synchronization of non-identical chaotic systems

Phase synchronization in coupled Nd:YAG lasers

Chaos synchronization destruction in symmetrically coupled chaotic oscillators with period-doubling

New developments in the dynamics of constrained systems and applications to tracking control

Controlling the amplitudes of oscillations in nonlinear systems

A method of reduced order robust controller design, based on frequency conditions

Monotonic control of nonlinear oscillations and waves of ensemble of pendulums

Mechatronic system with two strong nonlinearities

Start-up mode control for electric drives of vibrational units

Feedback analysis of nonlinear systems

Multiple access communication based on control of special chaotic trajectories

Controlling dynamical systems: applications to information processing and secure communications

Correlation detection in chaos-based spread spectrum communication schemes

Bifurcations and chaos in amplifier phase control systems

Modified CSK-system with discriminant procedure for signal processing

Generator dynamics in a snapshot

Quasiperiodic oscillations in the dynamics of electromechanical pulse energy conversion systems

Anomalous bubble response to low frequency modulation of driving pressure

Vortex structures in a thin oscillating liquid layer

Construction of pseudo-random sequences from chaos

A nonlinear Galerkin method for numerical approximation of the dynamics of mesophases under flow

Three-frequency resonances in a quasiperiodically driven system

Mathematical models of interaction between pollutant and environment

Oscillations and chaos in the model of the Pacific salmon's number dynamics

Oscillations and chaos in population dynamics caused by hunting

Study of periodic modes in generalised Volterra model

On a dynamical system which simulates price forming when there exists deficit of the commodity

Control of a tube crawling machine

A flow about delta wings at various Reynolds numbers

A RKHS approach to the optimal modeling, identification, and design of nonlinear adaptive systems

Volume 2 - 2000

Volume 1 - 2000

1997 1st International Conference, Control of Oscillations and Chaos Proceedings (Cat. No.97TH8329)

Discrete adaptive control of a chaotic system under disturbances

Content Provider	IEEE Xplore Digital Library
Author	Guzenko, P.Y.
Copyright Year	2000
Description	Author affiliation: Inst. for Problems of Mech. Eng., Acad. of Sci., St. Petersburg, Russia (Guzenko, P.Y.)
Abstract	The problem of adaptive output feedback control aimed at stabilization of a (periodic or chaotic) goal trajectory is considered. Algorithms of adaptive control based on linearization of controlled Poincare map and method of goal inequalities posed first by Fradkov et al. (1997) are briefly reviewed. Those algorithms are applied to stabilization of the limit cycle of forced brusselator model in the chaotic mode when the parameters of controlled system are not known exactly and the input values of control algorithm contain the random error of measurement. Some results of computer simulation are also included.
Starting Page	435
Ending Page	438
File Size	361970
Page Count	4
File Format	PDF
ISBN	0780364341
DOI	10.1109/COC.2000.874280
Language	English
Publisher	Institute of Electrical and Electronics Engineers, Inc. (IEEE)
Publisher Date	2000-07-05
Publisher Place	Russia
Access Restriction	Subscribed
Rights Holder	Institute of Electrical and Electronics Engineers, Inc. (IEEE)
Subject Keyword	Adaptive control Chaos Force control Programmable control Output feedback Limit-cycles Control system synthesis Computer errors Error correction Force measurement
Content Type	Text
Resource Type	Article

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