Abstract
In certain nonlinear systems, under appropriate conditions, the dynamical behavior switches intermittently between two distinct chaotic states. We report the stabilization of the dynamics on a desired chaotic state using an occasional feedback control via a map-based algorithm which can be easily implemented in experimental situations where only one variable is observed. For the purpose of this paper implementation of the control strategy is restricted to systems characterized by one-dimensional next-amplitude maps. Possible applications are pointed out.
- Received 17 November 1995
DOI:https://doi.org/10.1103/PhysRevE.54.R1036
©1996 American Physical Society