CONDICIONES DE SINCRONIZACIÓN DE DOS OSCILADORES MÓVILES
Date
Journal Title
Journal ISSN
Volume Title
Publisher
Revbolfis
Abstract
Se estudia el problema de la sincronización de dos osciladores móviles escogiendo como prototipo de oscilador a un mapa logístico tanto por su simplicidad matemática como por su riqueza de comportamiento. Se proponen dos esquemas de acoplamiento: uno de tipo campo medio y el otro dependiente de la distancia. El movimiento de los osciladores cambia de acuerdo a una regla impuesta que está en relación con el grado de sincronización del sistema y con una distancia umbral que evite la colisión de los osciladores. Se encuentra una tendencia a facilitar la sincronización debida al movimiento de los osciladores. Se dan posibles aplicaciones de este tipo de sistemas.
We study the problem of synchronization in motile oscillators. We choose as the prototypical oscillator of the system a logistic map due to both its mathematical simplicity and its rich dynamical behavior. We propose two coupling schemes: the first is a mean field type and the second is a distance dependent one. The motion of the oscillators is related to a specific rule in relationship with the synchronization degree of the system and a threshold distance which avoid the collision between the oscillators. Our results show a tendency for enhanced synchronization due to the motion of the oscillators. We point out some possible applications of this kind of systems.
We study the problem of synchronization in motile oscillators. We choose as the prototypical oscillator of the system a logistic map due to both its mathematical simplicity and its rich dynamical behavior. We propose two coupling schemes: the first is a mean field type and the second is a distance dependent one. The motion of the oscillators is related to a specific rule in relationship with the synchronization degree of the system and a threshold distance which avoid the collision between the oscillators. Our results show a tendency for enhanced synchronization due to the motion of the oscillators. We point out some possible applications of this kind of systems.
Description
Vol. 22, No. 22