SpletThe model con nes the swarmalators to run on a 1D ring, which makes it analytically tractable yet it still produces real-world behavior; its collective states capture the behavior of real-world 1D swarmala-tors, such as bordertaxic vinegar eels and sperm, and Splet18. apr. 2024 · We confine the movements to a one-dimensional (1D) ring and consider distributed (nonidentical) couplings; the combination of these two effects captures an …
[2204.08577v2] Swarmalators on a ring with distributed couplings
Splet01. sep. 2024 · A model of oscillators which move in space and tend to synchronize with neighboring oscillators and outline five types of collective self-organized states is proposed and called swarmalators, to highlight their dual character. 145 PDF Ring patterns and their bifurcations in a nonlocal model of biological swarms Splet16. avg. 2024 · We study the collective behavior of swarmalators, generalizations of phase oscillators that both sync and swarm, confined to move on a 1D ring. This simple model … tempo perugia sabato
Phys. Rev. E 98, 022203 (2024) - Ring states in swarmalator systems
Splet05. apr. 2024 · Swarmalators are entities with the simultaneous presence of swarming and synchronization that reveal emergent collective behavior due to the fascinating bidirectional interplay between phase and spatial dynamics. SpletSwarming usually means self-organization of entities in space without considering the effect of the internal state. Another such collective behavior is synchronization [13–22], which is more ubiquitous in nature and technology, where the units adjust their internal states to self-organize in time. SpletAbstract. We study a simple model of identical "swarmalators," generalizations of phase oscillators that swarm through space. We confine the movements to a one-dimensional (1D) ring and consider distributed (nonidentical) couplings; the combination of these two effects captures an aspect of the more realistic two-dimensional swarmalator model. tempo pindamonhangaba 15 dias