Drifting instabilities of cavity solitons in vertical cavity surface-emitting lasers with frequency selective feedback
P. V. Paulau, D. Gomila, P. Colet, M.A. Matias, N. A. Loiko, W. J., Firth

TL;DR
This paper investigates the formation, dynamics, and instabilities of cavity solitons in VCSELs with frequency selective feedback, revealing bifurcations, phase effects, and the impact of carrier dynamics on stability.
Contribution
It provides a detailed bifurcation analysis of cavity solitons in VCSELs, including effects of carrier dynamics and feedback phase variations, which were not previously characterized.
Findings
Self-propelled cavity solitons emerge from modulational instability at low currents.
A feedback phase shift of 2π can switch between different cavity soliton states.
Carrier relaxation time significantly affects soliton stability and motion, leading to multistability.
Abstract
In this paper we study the formation and dynamics of self-propelled cavity solitons (CSs) in a model for vertical cavity surface-emitting lasers (VCSELs) subjected to external frequency selective feedback (FSF), and build their bifurcation diagram for the case where carrier dynamics is eliminated. For low pump currents, we find that they emerge from the modulational instability point of the trivial solution, where traveling waves with a critical wavenumber are formed. For large currents, the branch of self-propelled solitons merges with the branch of resting solitons via a pitchfork bifurcation. We also show that a feedback phase variation of 2\pi can transform a CS (whether resting or moving) into a different one associated to an adjacent longitudinal external cavity mode. Finally, we investigate the influence of the carrier dynamics, relevant for VCSELs. We find and analyze…
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