Search results for "LOCALIZED STRUCTURES"

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Dissipative solitons for mode-locked lasers

2012

International audience; Dissipative solitons are localized formations of an electromagnetic field that are balanced through an energy exchange with the environment in presence of nonlinearity, dispersion and/or diffraction. Their growing use in the area of passively mode-locked lasers is remarkable: the concept of a dissipative soliton provides an excellent framework for understanding complex pulse dynamics and stimulates innovative cavity designs. Reciprocally, the field of mode-locked lasers serves as an ideal playground for testing the concept of dissipative solitons and revealing their unusual dynamics. This Review provides basic definitions of dissipative solitons, summarizes their imp…

Field (physics)NORMAL-DISPERSIONOPTICAL SOLITONSBOUND-STATES01 natural sciencesSIMILARITON FIBER LASERlaw.invention010309 opticsDissipative solitonOpticslawFiber laser0103 physical sciencesGINZBURG-LANDAU EQUATION010306 general physicsNonlinear Sciences::Pattern Formation and SolitonsCAVITY SOLITONSQuantum opticsPhysicsLOCALIZED STRUCTURESbusiness.industrySaturable absorptionLaserAtomic and Molecular Physics and OpticsSATURABLE-ABSORBERElectronic Optical and Magnetic MaterialsBiophotonicsNonlinear Sciences::Exactly Solvable and Integrable SystemsQuantum electrodynamicsDissipative systembusinessTI-SAPPHIRE LASERPULSE ENERGYNature Photonics
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Phase-bistable patterns and cavity solitons induced by spatially periodic injection into vertical-cavity surface-emitting lasers

2014

Spatial rocking is a kind of resonant forcing able to convert a self-oscillatory system into a phase-bistable, pattern forming system, whereby the phase of the spatially averaged oscillation field locks to one of two values differing by $\ensuremath{\pi}$. We propose the spatial rocking in an experimentally relevant system---the vertical-cavity surface-emitting laser (VCSEL)---and demonstrate its feasibility through analytical and numerical tools applied to a VCSEL model. We show phase bistability, spatial patterns, such as roll patterns, domain walls, and phase (dark-ring) solitons, which could be useful for optical information storage and processing purposes.

Surface (mathematics)PhysicsField (physics)Bistabilitybusiness.industryOscillationPhase (waves)Physics::OpticsÒpticaLaserSEMICONDUCTOR-LASERS; OPTICAL-SYSTEMSAtomic and Molecular Physics and OpticsVertical-cavity surface-emitting laserlaw.inventionOpticslawDYNAMICS; OSCILLATORS; PIXELSSpatial ecologySWIFT-HOHENBERG EQUATION; LOCALIZED STRUCTURES;businessPhysical Review A
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