Results 31 to 40 of about 1,307 (176)
Higher-order interactions in Kuramoto oscillators with inertia
How higher-order interactions influence the dynamics of second order phase oscillators? We address this question using three coupled Kuramoto phase oscillators with inertia under both pairwise and higher order interactions, finding collective states, which are absent for pair-wise interactions.
Patrycja Jaros +4 more
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Hyperbolic geometry of Kuramoto oscillator networks [PDF]
Accepted for publication in Journal of Physics A: Mathematical and ...
Chen, Bolun +2 more
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Synchronization of Kuramoto Oscillators on Knots [PDF]
A knot is a circle embedded in the space. Projecting a knot on a plane, we obtain a diagram which is known as the knot diagram. The vertices of the diagram, where the curved lines are crossed, can be considered as sites occupied by oscillators. The synchronization of these oscillators can be studied by means of a Kuramoto model.
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This paper provides contributions to the study of the phase synchronization transient of two identical linear LC oscillators, coupled through a resistor.
Ivo Barbi
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The synchronization of an ensemble of oscillators is a phenomenon present in systems of different fields, ranging from social to physical and biological systems.
Dharma Raj Khatiwada
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Adaptive network models arise when describing processes in a wide range of fields and are characterized by some specific effects. One of them is mixed dynamics, which is the third type of chaos in addition to the conservative and dissipative types.
Anastasiia A. Emelianova +1 more
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Synchronization of Kuramoto Oscillators: Inverse Taylor Expansions [PDF]
Synchronization in networks of coupled oscillators is a widely studied topic with extensive scientific and engineering applications. In this paper, we study the frequency synchronization problem for networks of Kuramoto oscillators with arbitrary topology and heterogeneous edge weights.
Saber Jafarpour +2 more
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Semicontraction and Synchronization of Kuramoto–Sakaguchi Oscillator Networks
6 pages, 3 ...
Robin Delabays, Francesco Bullo
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Exponential Dephasing of Oscillators in the Kinetic Kuramoto Model [PDF]
We study the kinetic Kuramoto model for coupled oscillators with coupling constant below the synchronization threshold. We manage to prove that, for any analytic initial datum, if the interaction is small enough, the order parameter of the model vanishes exponentially fast, and the solution is asymptotically described by a free flow.
BENEDETTO, Dario +2 more
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Influence of the topology of coupled antiferromagnetic oscillators on their mutual synchronization [PDF]
The purpose the purpose of this study is to mathematically describe an ensemble of oscillators coupled by a common dipole field, to model and study the synchronization of the three topologies under consideration: a ring, a grid, and a special case of a ...
Samoylenko, Kristina Dmitrievna +3 more
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