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Bifurcations in a Coupled Rössler System
Tetsuya YOSHINAGA Hiroyuki KITAJIMA Hiroshi KAWAKAMI
Publication
IEICE TRANSACTIONS on Fundamentals of Electronics, Communications and Computer Sciences
Vol.E78A
No.10
pp.12761280 Publication Date: 1995/10/25
Online ISSN:
DOI:
Print ISSN: 09168508 Type of Manuscript: Special Section PAPER (Special Section on Nonlinear Theory and Its Applications) Category: Keyword: Rössler circuit, coupled oscillator, coupled map, nonlinear dynamical system,
Full Text: PDF(362.7KB)>>
Summary:
We propose an equivalent circuit model described by the Rössler equation. Then we can consider a coupled Rössler system with a physical meaning on the connection. We consider an oscillatory circuit such that two identical Rössler circuits are coupled by a resistor. We have studied three routes to entirely and almost synchronized chaotic attractors from phaselocked periodic oscillations. Moreover, to simplify understanding of synchronization phenomena in the coupled Rössler system, we investigate a mutually coupled map that shows analogous locking properties to the coupled Rössler System.

