Written by Paul Bourke
This attractor is related to the Lorenz attractor and credited to Bill Burke and Robert Shaw.
Where typically s = 10 and v = 4.272
The attractor is invariant under a 180 degree rotation about the z axis.
- R. Shaw, Strange attractor, chaotic behavior and information flow, Zeitschrift für Naturforsch A, 36, 80-112, Sect. A J. Phys. Sci. (1981).
- Emiroğlu, S., Uyaroğlu, Y.: Synchronization of Chaotic Burke-Shaw Attractor Via Active Control. Engineering Sciences. 6, 325–331 (2011).
- Ali DURDU, Yılmaz UYAROĞLU, Comparison of Times of Synchronization of Chaotic Burke-Shaw Attractor with Active Control and Integer and Optimum Fractional-order Pecaro Carroll Method.
- Gamal M. Mahmouda, Ayman A. Arafa, Tarek M. Abed-Elhameed, Emad E. Mahmoud.
Chaos control of integer and fractional orders of chaotic Burke–Shaw
system using time delayed feedback control. Chaos, Solitons and Fractals
Nonlinear Science, and Nonequilibrium and Complex Phenomena. June 2017.