E. V. Grigorieva and S. A. Kaschenko, “Multiplicity of chaotic attractors in a model of lasers with variable feedback delay”, IOP Journal of Physics: Conf. Series 937, 012016 (2017).
ABSTRACT
We demonstrate coexistence of chaotic attractors induced by periodic modulation of the delay time in the feedback circuit which controls pumping rate in a laser. Depending on the n-number of pulses in the delay interval, the dynamics of the pulse regime is described by the dynamics of the (2n + 2)-dimensional map. It is possible to switch chaotic regimes of different structures by a single impulse perturbation of pumping in a suitable phase of the oscillations.
References
[1] Dahms T, Hövel P and Schöll E 2008 Phys. Rev. E 78 056213 Crossref
[2] Gjurchinovski A, Jüngling T, Urumov V and Schöll E 2013 Phys. Rev. E 88 032912 Crossref
[3] Grigorieva E V and Kaschenko S A 2015 Physica D 291 1 Crossref
[4] Otsuka K, Kazutaka A, Ko Y and Fukazawa T 2002 Opt. Lett. D 27 1339 Crossref
[5] Kye Won-Ho, Choi Muhan, Kim Chil-Min and Park Young-Jai 2005 Phys. Rev. E 71 045202 Crossref
[6] Chizhevsky V N and Glorieux P 1995 Phys. Rev. E 51 R2701 Crossref
[7] Chizhevsky V N, Grigorieva E V and Kashchenko S A 1997 Opt. Commun. 133 189 Crossref
[8] Giacomelli G, Calzavara M and Arecchi F T 1989 Opt. Commun. 74 97 Crossref
[9] Grigorieva E V and Kaschenko S A 2017 Asymptotic representation of relaxation oscillations in lasers(Switzerland: Springer) Crossref