par Escala, Darío Martín ;Guiu-Souto, Jacobo;Munuzuri, Alberto A.P.
Référence Chaos, 25, 6, page (064309)
Publication Publié, 2015-06
Référence Chaos, 25, 6, page (064309)
Publication Publié, 2015-06
Article révisé par les pairs
Résumé : | The effect of centrifugal forces is analyzed in a pattern-forming reaction-diffusion system. Numerical simulations conducted on the appropriate extension of the Oregonator model for the Belousov-Zhabotinsky reaction show a great variety of dynamical behaviors in such a system. In general, the system exhibits an anisotropy that results in new types of patterns or in a global displacement of the previous one. We consider the effect of both constant and periodically modulated centrifugal forces on the different types of patterns that the system may exhibit. A detailed analysis of the patterns and behaviors observed for the different parameter values considered is presented here. |