1. GENERATION OF MULTI-WING CHAOTIC ATTRACTORS FROM A LORENZ-LIKE SYSTEM.
- Author
-
LAI, QIANG, GUAN, ZHI-HONG, WU, YONGHONG, LIU, FENG, and ZHANG, DING-XUE
- Subjects
- *
ATTRACTORS (Mathematics) , *LORENZ equations , *COORDINATE transformations , *ELECTRONIC linearization , *COMPUTER simulation , *MATHEMATICAL analysis - Abstract
In this paper, two methods are proposed to construct multi-wing chaotic attractors based on a Lorenz-like autonomous chaotic system. The first is switching method which can directly multiply the wings of the system without segment linearization of the system. The second is coordinate transition method which is related to the initial value of the system. Moreover, theoretical analysis and simulation results show the effectiveness of these two methods. [ABSTRACT FROM AUTHOR]
- Published
- 2013
- Full Text
- View/download PDF