<p>When the coupling strength has critical value , the system is metastable and demonstrates the greatest fluctuations in the mean field and in the number of synchronized pairs. Top panel: change of effective frequencies of oscillators (black lines) with coupling strength (equivalent to natural frequencies for low ). Vertically symmetric red bands indicate range over time of effective mean-field coupling strength . Natural frequencies lower than synchronize with the mean frequency , leading to variations in fraction of synchronized pairs subject to fluctuating mean-field strength . Bottom panel: dependence on coupling strength of time averaged order parameter (black circles), and of fraction of synchronized oscillators (red circles) wi...
The synchronization in large populations of interacting oscillators has been observed abundantly in ...
Populations of oscillators are present throughout nature. Very often synchronization is observed in ...
This article explores the Kuramoto model describing the synchronization of a population of coupled o...
<p><b>A</b>: For below a critical value (red, dotted line) the signal is irregular and the order ...
The synchronization of an ensemble of oscillators is a phenomenon present in systems of different fi...
Synchronization of coupled simple harmonic oscillators is a well-studied problem in advanced undergr...
Abstract. The celebrated Kuramoto model captures various synchronization phenomena in biological and...
In this paper we analyze the dynamics of two different models of oscillators. The most relevant aspe...
The phenomenon of spontaneous synchronization, particularly within the framework of the Kuramoto mod...
Heterogeneous coupling patterns among interacting elements are ubiquitous in real systems ranging fr...
We numerically investigate the role of inertia in the synchronization of globally coupled oscillator...
<p><i>N</i> = 100 oscillators (circles) are drawn on the unitary circle, their angular position is g...
The Kuramoto model with high-order coupling has recently attracted some attention in the field of co...
<p>(a) Plot of the synchronization parameter <i>r</i> as a function of the coupling strength <i>K</i...
<p><b>a)</b> Time evolution of the phase difference between two nodes of the anatomically-connected ...
The synchronization in large populations of interacting oscillators has been observed abundantly in ...
Populations of oscillators are present throughout nature. Very often synchronization is observed in ...
This article explores the Kuramoto model describing the synchronization of a population of coupled o...
<p><b>A</b>: For below a critical value (red, dotted line) the signal is irregular and the order ...
The synchronization of an ensemble of oscillators is a phenomenon present in systems of different fi...
Synchronization of coupled simple harmonic oscillators is a well-studied problem in advanced undergr...
Abstract. The celebrated Kuramoto model captures various synchronization phenomena in biological and...
In this paper we analyze the dynamics of two different models of oscillators. The most relevant aspe...
The phenomenon of spontaneous synchronization, particularly within the framework of the Kuramoto mod...
Heterogeneous coupling patterns among interacting elements are ubiquitous in real systems ranging fr...
We numerically investigate the role of inertia in the synchronization of globally coupled oscillator...
<p><i>N</i> = 100 oscillators (circles) are drawn on the unitary circle, their angular position is g...
The Kuramoto model with high-order coupling has recently attracted some attention in the field of co...
<p>(a) Plot of the synchronization parameter <i>r</i> as a function of the coupling strength <i>K</i...
<p><b>a)</b> Time evolution of the phase difference between two nodes of the anatomically-connected ...
The synchronization in large populations of interacting oscillators has been observed abundantly in ...
Populations of oscillators are present throughout nature. Very often synchronization is observed in ...
This article explores the Kuramoto model describing the synchronization of a population of coupled o...