Highly Complex Chaotic System with Piecewise Linear Nonlinearity and Compound Structures
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| Title | Highly Complex Chaotic System with Piecewise Linear Nonlinearity and Compound Structures |
| Authors | |
| Abstract | A new chaotic system is presented using a single parameter for a two-scroll attractor with high complexity, high chaoticity and widely chaotic range. The system employs two quadratic nonlinearities and two piecewise-linear nonlinearities. The high chaoticity is measured by the the maximum Lyapunov Exponent of 0.429 and the high complexity is measured by the Kaplan-Yorke dimension of 2.3004. Dynamic properties are described in terms of symmetry, a dissipative system, an existence of attractor, equilibria, Jacobian matrices, bifurcations, Poincaroé maps, chaotic waveforms, chaotic spectrum, and forming mechanisms of compound structures. |
| Publisher | ACADEMY PUBLISHER |
| Date | 2012-04-01 |
| Source | Journal of Computers Vol 7, No 4 (2012) |
| Rights | Copyright © ACADEMY PUBLISHER - All Rights Reserved.To request permission, please check out URL: http://www.academypublisher.com/copyrightpermission.html. |