A new nonlinear dynamical model with three quadratic nonlinear terms is introduced in this work. Lyapunov exponents are calculated to discover properties such as dissipativity and chaotic behavior. It is also established that there is no rest point for the proposed nonlinear plant signifying that the dynamical model undergoes hidden chaotic behavior. The proposed hidden chaotic system is implemented using electronic devices, which simulation results are in good agreement with MATLAB simulations.
A new nonlinear dynamical model with three quadratic nonlinear terms and hidden chaos / Vaidyanathan S.; Tlelo-Cuautle E.; Sambas A.; Grasso F.. - ELETTRONICO. - (2019), pp. 153-156. (Intervento presentato al convegno 42nd International Convention on Information and Communication Technology, Electronics and Microelectronics, MIPRO 2019 tenutosi a Opatija, Croatia nel 20 - 24 maggio 2019) [10.23919/MIPRO.2019.8757210].
A new nonlinear dynamical model with three quadratic nonlinear terms and hidden chaos
TLELO CUAUTLE, ESTEBAN
Writing – Review & Editing
;Grasso F.Writing – Review & Editing
2019
Abstract
A new nonlinear dynamical model with three quadratic nonlinear terms is introduced in this work. Lyapunov exponents are calculated to discover properties such as dissipativity and chaotic behavior. It is also established that there is no rest point for the proposed nonlinear plant signifying that the dynamical model undergoes hidden chaotic behavior. The proposed hidden chaotic system is implemented using electronic devices, which simulation results are in good agreement with MATLAB simulations.
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