This brief employs a perturbation phase-domain model to numerically investigate the phenomenon of frequency- shift induced by colored-noise in nonlinear oscillators. It is shown that colored-noise with frequency decaying spectrum tends to induce a frequency-shift phenomenon both in almost-linear oscillators and in nonlinear topologies such as ring oscillators. It is also shown that the relevance of the phenomenon depends linearly on the noise variance
The Kuramoto model has become a paradigm to describe the dynamics of nonlinear oscillator under the ...
International audienceOscillatory networks represent a circuit architecture for image and informatio...
This paper presents an original time-domain analysis of the phase diffusion process which occurs in ...
This brief employs a perturbation phase-domain model to numerically investigate the phenomenon of fr...
We study second-order properties of linear oscillators driven by exponentially correlated noise. We ...
The spectral densities of the fluctuations of noise-driven underdamped nonlinear oscillators are dis...
The spectral densities of the fluctuations of noise-driven underdamped nonlinear oscillators are dis...
Oscillators are key components of many kinds of systems, particularly electronic and opto-electronic...
We investigate the effect of time-correlated noise on the phase fluctuations of nonlinear oscillator...
Phase noise models that describe the near-carrier spectrum in an accurate but insightful way are nee...
Abstract: The Kuramoto model is a paradigm to describe the dynamics of nonlinear oscillators under ...
We discuss the effect of the estimation of the amplitude variations on the noise induced frequency s...
The synchronized phase of globally coupled identical nonlinear oscillators subject to noise fluctua...
The spectral densities of the fluctuations of noise-driven underdamped nonlinear oscillators are dis...
The spectral densities of the fluctuations of noise-driven underdamped nonlinear oscillators are dis...
The Kuramoto model has become a paradigm to describe the dynamics of nonlinear oscillator under the ...
International audienceOscillatory networks represent a circuit architecture for image and informatio...
This paper presents an original time-domain analysis of the phase diffusion process which occurs in ...
This brief employs a perturbation phase-domain model to numerically investigate the phenomenon of fr...
We study second-order properties of linear oscillators driven by exponentially correlated noise. We ...
The spectral densities of the fluctuations of noise-driven underdamped nonlinear oscillators are dis...
The spectral densities of the fluctuations of noise-driven underdamped nonlinear oscillators are dis...
Oscillators are key components of many kinds of systems, particularly electronic and opto-electronic...
We investigate the effect of time-correlated noise on the phase fluctuations of nonlinear oscillator...
Phase noise models that describe the near-carrier spectrum in an accurate but insightful way are nee...
Abstract: The Kuramoto model is a paradigm to describe the dynamics of nonlinear oscillators under ...
We discuss the effect of the estimation of the amplitude variations on the noise induced frequency s...
The synchronized phase of globally coupled identical nonlinear oscillators subject to noise fluctua...
The spectral densities of the fluctuations of noise-driven underdamped nonlinear oscillators are dis...
The spectral densities of the fluctuations of noise-driven underdamped nonlinear oscillators are dis...
The Kuramoto model has become a paradigm to describe the dynamics of nonlinear oscillator under the ...
International audienceOscillatory networks represent a circuit architecture for image and informatio...
This paper presents an original time-domain analysis of the phase diffusion process which occurs in ...