High Speed Chaos in Optical Feedback System with Flexible Timescales
J. N. Blakely, Lucas Illing, Daniel J. Gauthier
Abstract
We describe a new opto-electronic device with time-delayed feedback that uses a Mach-Zehnder interferometer as passive nonlinearity and a semiconductor laser as a current-to-optical-frequency converter. Bandlimited feedback allows tuning of the characteristic time scales of both the periodic and high dimensional chaotic oscillations that can be generated with the device. Our implementation of the device produces oscillations in the frequency range of tens to hundreds of MHz. We develop a model and use it to explore the experimentally observed Andronov-Hopf bifurcation of the steady state and to estimate the dimension of the chaotic attractor.
Create a lesson
Related papers
Experimental detection of energy transfer into the antiphase mode in a branched double pendulum
Yusuke Toda, Takeshi Ooshida
Trigonometric Nosé--Hoover oscillator: chaos, periodic orbits and integrability
Wojciech Szumiński, Jaume Llibre
Ladder of information limits on prediction for reduced-order models
Adrian Lozano-Duran
A New Route to Chaos through the Geometric Composition of Non-Normal Amplification
D. Sornette, V. R. Saiprasad, V. Troude
Dynamics, periodic orbits and C1 non-integrability of the ABC flow
Wojciech Szumiński, Jaume Llibre
Requirement-Induced Predictive Geometry for Finite-Resource Prediction in Dynamical Systems
Song-Ju Kim