2019
DOI: 10.1364/oe.27.019242
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Thermo-optical pulsing in a microresonator filtered fiber-laser: a route towards all-optical control and synchronization

Abstract: We report on 'slow' pulsing dynamics in a silica resonator-based laser system: by nesting a high-Q rod-resonator inside an amplifying fiber cavity, we demonstrate that trains of microsecond pulses can be generated with repetition rates in the hundreds of kilohertz. We show that such pulses are produced with a period equivalent to several hundreds of laser cavity roundtrips via the interaction between the gain dynamics in the fiber cavity and the thermooptical effects in the high-Q resonator. Experiments reveal… Show more

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Cited by 15 publications
(9 citation statements)
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References 39 publications
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“…2a , blue region). Although this condition is usually incompatible with stable soliton states, in our case, two slow and energy-dependent non-linearities arising from the EDFA in the main fibre cavity, as well as the thermal response of the microresonator 52 , non-locally modify the state of the system as the energy increases. This process intrinsically creates a dominant attractor: the system moves from the laser start-up region into a distinct stability region for the desired soliton state, which is naturally formed and intrinsically maintained without any external control.…”
Section: Mainmentioning
confidence: 84%
“…2a , blue region). Although this condition is usually incompatible with stable soliton states, in our case, two slow and energy-dependent non-linearities arising from the EDFA in the main fibre cavity, as well as the thermal response of the microresonator 52 , non-locally modify the state of the system as the energy increases. This process intrinsically creates a dominant attractor: the system moves from the laser start-up region into a distinct stability region for the desired soliton state, which is naturally formed and intrinsically maintained without any external control.…”
Section: Mainmentioning
confidence: 84%
“…2a). While this condition is usually incompatible with stable soliton states, in our case, two slow and energy-dependent nonlinearities arising from the EDFA in the main fibre cavity as well as the thermal response of the microresonator 52 nonlocally modify the state of the system as the energy increases. This process intrinsically creates a dominant attractor: the system moves from the laser start-up region into a distinct stability region for the desired soliton state, which is then naturally formed and, most importantly, intrinsically maintained without any external control.…”
mentioning
confidence: 84%
“…The existence of sets of forces acting with opposite magnitudes and on different characteristic timescales can lead to instabilities in the optomechanical resonator. Such instabilities have been reported in a variety of systems, where the thermo-optic effect in the cavity is opposed by free carrier dynamics [56], thermo-mechanical forces [7,57,58], gain dynamics in an external cavity [59] or the Kerr effect [60]. In each work a strong force with a short timescale pushes the resonator out of equilibrium, after which it slowly returns to its initial position through a force acting in the opposite direction.…”
Section: Optomechanical Instability and Self-pulsingmentioning
confidence: 99%
“…for biosensing [7] and for all-optical control and synchronization [59]. An interesting question for future work is whether the additional optomechanical dynamics and loss channels due to the intracavity gain medium introduced here interacts with the self-pulsing instability, creating new forms of self-pulsing dynamics (e.g.…”
Section: Optomechanical Instability and Self-pulsingmentioning
confidence: 99%