Experimental Evidence of Chaotic Resonance in Semiconductor Laser
Main Article Content
Abstract
In this paper, an experimental study has been conducted regarding the indication of resonance in chaotic semiconductor laser. Resonant perturbations are effective for harnessing nonlinear oscillators for various applications such as inducing chaos and controlling chaos. Interesting results have been obtained regarding to the effect of the chaotic resonance by adding the frequency on the systems. The frequency changes nonlinear dynamical system through a critical value, there is a transition from a periodic attractor to a strange attractor. The amplitude has a very relevant impact on the system, resulting in an optimal resonance response for appropriate values related to correlation time. The chaotic system becomes regular under a moderate frequencies or amplitudes. These dynamics of the laser output are analyzed by time series, FFT and bifurcation diagram as a result.
Received 27/6/2019
Accepted 19/7/2020
Article Details
This work is licensed under a Creative Commons Attribution 4.0 International License.
How to Cite
References
Ohtsubo J. Semiconductor lasers: stability, instability and chaos. Springer; 2012 Oct 5.
Abdalah S F, Ciszak M, Marino F, Al-Naimee K A, Meucci R, Arecchi F T . Noise effects on excitable chaotic attractors in coupled light-emitting diodes. IEEE Syst J.2012;6(3): 558-563.
Ionescu C, Florian G, Panaintescu E , Petrisor I. Nonlinear control of chaotic circuits. Rom J Phys. 2016 ;61(1-2):93-183.
Al-Naimee K, Marino F, Ciszak M., Meucci R, Arecchi F T. Chaotic spiking and incomplete homoclinic scenarios in semiconductor lasers with optoelectronic feedback. New J Phys. 2009; 11(7):073022.
Kapitaniak T. Controlling chaotic oscillators without feedback. Chaos Soliton Fract . 1992 ;2(5):519-530.
Mercier E. High-frequency nonlinear dynamics of a laser diode with phase-conjugate feedback. Sci Rep .2018; 4(6):18988.
Al-Naimee K, Marino F, Ciszak M, Abdalah S F, Meucci R, Arecchi F T. Excitability of periodic and chaotic attractors in semiconductor lasers with optoelectronic feedback. Eur Phys J D. 2010; 58(2):187-189.
Azar A T, Vaidyanathan S. Advances in chaos theory and intelligent control .Part II; Advances in Intelligent Control, 1st ed, Springer, 2016.Vol. 337, p. 655-719.
Nobukawa S, Nishimura H, Yamanishi T. Chaotic resonance in typical routes to chaos in the Izhikevich neuron model. Sci Rep. 2017; 7(1):1331.
Wang X, Lai Y C, Lai CH. Effect of resonant-frequency mismatch on attractors. Chaos: An Interdisciplinary, New Sci. 2006; 16(2):023127.
Nobukawa S, Nishimura H, Yamanishi T, Liu JQ. Analysis of chaotic resonance in Izhikevich neuron model, PLOS one.2015; 10(9):0138919.
Nobukawa S, Nishimura H, Yamanishi T , Doho H. Controlling chaotic resonance in systems with chaos-chaos intermittency using external feedback. IEICE T Fund Electr, 2018 ;101(11):1900-1906.
Pisarchik A N, Jaimes-Reategui R. Deterministic coherence resonance in coupled chaotic oscillators with frequency mismatch, Phys Rev E. 2015 ;92(5):050901.
Palenzuela C, Toral R, Mirasso C R, Calvo O, Gunton J D. Coherence resonance in chaotic systems. EPL. 2001; 56(3): 347.