An infinite 2-D lattice of strange attractors
Nonlinear Dynamics, ISSN: 1573-269X, Vol: 89, Issue: 4, Page: 2629-2639
2017
- 104Citations
- 14Captures
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Article Description
Periodic trigonometric functions are introduced in 2-D offset-boostable chaotic flows to generate an infinite 2-D lattice of strange attractors. These 2-D offset-boostable chaotic systems are constructed based on standard jerk flows and extended to more general systems by exhaustive computer searching. Two regimes of multistability with a lattice of strange attractors are explored where the infinitely many attractors come from a 2-D offset-boostable chaotic system in cascade or in an interactive mode.
Bibliographic Details
Springer Science and Business Media LLC
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