Mariño, I.P.; Perez-Muñuzuri, V.; Perez-Villar, V.; Sanchez, E.; Matias, M.A.
Physica D 128, 224-235 (1999)
The interaction of two chaotic rotating waves of the type recently reported by Matı́as et al. [Europhys. Lett. 37 (1997) 379] is studied experimentally with arrays of non-linear electronic circuits arranged in ring geometries. Unidirectional coupling is assumed for the cell-to-cell coupling within the same ring, but between rings, cells are coupled diffusively. Depending on the relative sense of driving, competition between a rotating chaotic wave and a global synchronized state has been observed. The results are rationalized by means of a linear stability analysis around the uniform synchronized behavior, where the circulant symmetry of the system allows to express the problem as a superposition of a series of Fourier modes.
DOI | 10.1016/S0167-2789(98)00303-0 |
---|---|
Files | rings.pdf (295210 Bytes) |
Search in the IFISC Database our seminars & presentations