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The document investigates chaotic behavior in autonomous nonlinear systems of fractional order. Two chaotic models are considered: an electronic chaotic oscillator and a mechanical chaotic "jerk" model. Numerical simulations demonstrate that both models can exhibit chaotic attractors for system orders as low as 2.1, using different nonlinearities and control parameters. As system order decreases from integer values, the range of the control parameter exhibiting chaos is affected by contraction and translati

Author

Alfredo Soliz Gamboa

Language

EN