Manipulation and control of temporal cavity solitons with trapping potential
Nicolas Englebert, Corentin Simon, Carlos Mas Arab\'i, Fran\c{c}ois, Leo, Simon-Pierre Gorza

TL;DR
This paper demonstrates how trapping potentials can be used to control the properties of temporal cavity solitons, including their position, speed, and frequency, with theoretical and experimental insights into their stability and spectral shifts.
Contribution
It introduces a novel method to manipulate cavity solitons using trapping potentials, revealing fundamental spectral limitations and enabling enhanced control for practical applications.
Findings
Controlled spectral shifts of solitons up to theoretical limits
Observation of Bloch oscillations of Kelly sidebands
Potential to cancel Raman-induced frequency shifts
Abstract
Temporal cavity solitons (CSs) are stable, localized particle-like objects in the form of optical pulses that circulate indefinitely in coherently driven nonlinear resonators. In the spectral domain, they form highly coherent frequency combs. Owing to their remarkable stability, they are attracting attention for applications in sensing, metrology, or optical signal synthesis. In this work, we report on the dynamics of CSs interacting with a trapping potential. We demonstrate that this interaction provides a powerful means to control their properties such as position, speed, and central frequency. Our theoretical analysis predicts fundamental limitations on the spectral shift of CSs relative to the driving frequency. Specifically, it reveals that within a broad range of detunings, frequency-shifted CSs encounter destabilization through a Hopf bifurcation. Moreover, we find that with…
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Taxonomy
TopicsNonlinear Dynamics and Pattern Formation · Advanced Fiber Laser Technologies
