Results 251 to 260 of about 7,132 (302)

Correction to "Relaxation oscillations and stability"

IEEE Journal of Quantum Electronics, 1983
info:eu-repo/semantics ...
Abraham, Neal B., Mandel, Paul, Casperson, Lee L.W.   +2 more
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Stabilization of Oscillations of a Controlled Autonomous System

Automation and Remote Control, 2023
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Stochastic Stability of Nonlinear Oscillators

SIAM Journal on Applied Mathematics, 1988
The authors study the stability behavior of a non-linear oscillator parametrically excited by a stationary Markov process. They modify the notion of stability by considering \(H(E_ 0)=\sup_{t>0}E(t,E_ 0)\), where \(E(t)=U(x(t))+\dot x(t)^ 2\) is the sum of potential and kinetic energy, rather than the usual \(\sup_{t>0}| \vec x(t,\vec x_ 0)|\), where \(
Kłosek-Dygas, M. M., Matkowsky, B. J., Schuss, Z.   +2 more
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Optimizing Coupled Oscillators for Stability

2005
Synchronization in chaotic oscillatory systems has a wide array of applications in biology, physics and communication systems. Over the past 10 years there has been considerable interest in the synchronization properties of small-world and scale-free networks. In this paper, we define the fitness of a configuration of coupled oscillators as its ability
David Newth, Markus Brede
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Stability of an Oscillator with Random Mass

Journal of Statistical Physics, 2014
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Stability, Relaxation, and Oscillation of Biodegradation Fronts

SIAM Journal on Applied Mathematics, 2000
The authors study the stability and oscillation of traveling fronts in a three-component, advection-reaction biodegradation model. This equation admits traveling waves. Under some condition the system in the hyperbolic scaling limit converges strongly in space and time to a scalar conservation law with picewise linear flux.
Jack X. Xin, James Mac Hyman
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Stabilizing the oscillations of an autonomous system

Automation and Remote Control, 2016
For a dynamical system that admits a family of oscillations, we propose a small smooth autonomous control that corrects the model itself and at the same time stabilizes the oscillations of the controlled system. We consider a separate system, a set of dynamical systems, and a dynamical model containing weakly coupled subsystem (MCCS).
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Oscillations and Stability of a Plasma Jet

The Physics of Fluids, 1965
The longitudinal oscillations of a cylindrical plasma jet which moves with the lines of force of an externally impressed magnetic field (aligned to the jet) is investigated under the usual normal mode technique. A generalized dispersion relation is derived using the appropriate boundary conditions. Formal criteria for the cylindrical vortex sheet to be
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Stability and Oscillations

1968
The pupil reflex to light falls into the category of control devices called servomechanisms. The feedback pathway which characterizes servosystems necessitates a system analysis in order to elucidate its physiology. By this is meant that there are certain properties such as stability and oscillations which cannot be attributed to any individual ...
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Stochastic stability of coupled oscillators

Applied Mathematics and Computation, 2008
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