Coexistence of excitability, Hopf and Turing modes in a one-dimensional array of nonlinear circuits

The behavior in the vicinity of a point where excitable, Hopf and Turing modes coexisting is analyzed within the framework of a simplified version of Chua's nonlinear circuits. The different factors (e.g., initial and boundary conditions and small changes in circuit parameters) which determine...

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Bibliographic Details
Published in:IEEE transactions on circuits and systems. 1, Fundamental theory and applications Fundamental theory and applications, 1995-10, Vol.42 (10), p.672-677
Main Authors: Gomez-Gesteira, M., Perez-Munuzuri, V., Chua, L.O., Perez-Villar, V.
Format: Article
Language:English
Subjects:
Biological control systems
Biological systems
Boundary conditions
Cells (biology)
Chaos
Chemicals
Control systems
Nonlinear circuits
Physics
Spirals
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Summary:The behavior in the vicinity of a point where excitable, Hopf and Turing modes coexisting is analyzed within the framework of a simplified version of Chua's nonlinear circuits. The different factors (e.g., initial and boundary conditions and small changes in circuit parameters) which determine the final state of the system are numerically studied.< >
ISSN:1057-7122
1558-1268
DOI:10.1109/81.473573