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Multipulse dynamics of a passively mode-locked semiconductor laser with delayed optical feedback
Lina Jaurigue1, Bernd Krauskopf2, Kathy Lüdge1
1Institute of Theoretical Physics, Technische Universität Berlin, 10623 Berlin, Germany.
Chaos (Woodbury, N.Y.)
|December 3, 2017
Summary
Optical feedback in passively mode-locked semiconductor lasers can induce complex dynamics like harmonic mode locking and multi-pulse behavior. These effects arise from resonances between laser frequencies and feedback delay times, impacting laser stability and output.
Area of Science:
- Nonlinear Optics
- Semiconductor Lasers
- Dynamical Systems
Background:
- Passively mode-locked semiconductor lasers are vital for generating high-repetition-rate short pulses.
- Time-delayed optical feedback is a significant factor influencing laser dynamics and stability.
- Understanding these dynamics is crucial for controlling laser output and preventing undesirable behaviors.
Purpose of the Study:
- To investigate the complex dynamics and bifurcations in passively mode-locked semiconductor lasers with time-delayed optical feedback.
- To analyze the influence of pump current, feedback strength, and feedback delay time on laser behavior.
- To explore the role of resonances between mode-locking frequencies and feedback delay.
Main Methods:
- Modeling the laser system using delay differential equations incorporating cavity and feedback loop delays.
- Utilizing specialized path continuation software for analyzing short feedback delay regimes.
- Systematically varying pump current, feedback strength, and feedback delay time to observe bifurcations.
Main Results:
- Identified feedback-induced harmonic mode locking.
- Demonstrated that frequency mismatches can lead to multi-pulse or quasiperiodic dynamics.
- Observed slow modulation in quasiperiodic dynamics due to torus bifurcations and gain competition.
Conclusions:
- Resonances between mode-locking frequencies and feedback delay time play a critical role in laser dynamics.
- Time-delayed feedback can induce complex behaviors, including harmonic mode locking and multi-pulse operation.
- Increasing feedback delay leads to increased multistability between mode-locked solutions due to frequency pulling.

