Lluis torner sabata

Self-deflecting plasmonic lattice solitons and surface modes in chirped plasmonic arrays Simultaneous frequency conversion and beam shaping for optical-tweezers applications Soliton clusters in three-dimensional media with competing cubic and quintic nonlinearities Soliton dragging by dynamic optical lattices Soliton emission in amplifying lattice surfaces Soliton generation and control in engineered materials Soliton generation by counteracting gain-guiding and self-bending Soliton gyroscopes in media with spatially growing repulsive nonlinearity.

Solitons in spiraling Vogel lattices Solitons phenomena in highly nonlocal media: From soliton wiring and surface solitons to random-phase solitons and controlling solitons from afar Solitons supported by spatially inhomogeneous nonlinear losses.

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Spatial solitons in optofluidic waveguide arrays with focusing ultrafast Kerr nonlinearity Spatial switching of quadratic solitons in engineered quasi-phase-matched structures.

Countries and Regions of Publication 5 View the list below for more details. Map View :. Low High. The flags indicate which authority file had at least some publications from the country or region :. Publication Statistics Publication History Send us a comment. About VIAF. Observation of the gradual transition from one-dimensional to two-dimensional Anderson localization. Optical solitons in quadratic nonlinear media and applications to all-optical switching and routing devices.

Properties of quadratic multi-soliton generation near phase-match in periodically poled potassium titanyl phosphate. Solitons phenomena in highly nonlocal media: From soliton wiring and surface solitons to random-phase solitons and controlling solitons from afar. Stabilization of higher-order vortices and multihump solitons in media with synthetic nonlocal nonlinearities. Stabilization of multibeam necklace solitons in circular arrays with spatially modulated nonlinearity.

ISNI NUKAT n J9U RERO vtlsTorner Sabata, Lluis Total activity: Date desc. Title asc. Title desc. Researcher asc.

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Researcher desc. Nature photonics Vol. Optics letters Vol. Nature Vol. Physical review. Physical review research Vol. Physical review letters Vol. Physical review A Vol. International Conference on Fiber Optics and Photonics p. TD2-C2- Presentation's date: Presentation of work at congresses. APL Photonics Vol.

lluis torner sabata

Torres; Artigas, D. Competitive project. Award or recognition. Optica acta Vol.

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Scientific reports Vol.This website uses cookies to deliver some of our products and services as well as for analytics and to provide you a more personalized experience.

Click here to learn more. By continuing to use this site, you agree to our use of cookies. We've also updated our Privacy Notice. Click here to see what's new. We investigate the propagation of intense light beams in bulk quadratic nonlinear crystals under conditions for second-harmonic generation. We show numerically that input light beams with a spiral phase dislocation self-split in the crystal into several spatial solitons.

The number and the pattern of output solitons can be controlled by the material and wave parameters involved and in particular by the input-light intensity and by the topological charge of the dislocation. Lluis Torner and Ewan M. Wright J. B 13 5 Juan P. Torres, J. Petrov J. B 15 2 Dmitri V. Torres, and Crina Cojocaru Opt. B 17 7 Santos, and Nail N. Akhmediev J. B 15 5 You do not have subscription access to this journal.

lluis torner sabata

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Lluis Torner Sabata

Login or Create Account. Allow All Cookies. Learn more about our response to COVID including information for authors, reviewers, readersand librarians. Petrov, "Splitting of light beams with spiral phase dislocations into solitons in bulk quadratic nonlinear media," J.

B 14 Not Accessible Your account may give you access. Abstract We investigate the propagation of intense light beams in bulk quadratic nonlinear crystals under conditions for second-harmonic generation. Soliton excitation and mutual locking of light beams in bulk quadratic nonlinear crystals Lluis Torner and Ewan M. Solitary-wave vortices in quadratic nonlinear media Juan P. Observation of azimuthal modulational instability and formation of patterns of optical solitons in a quadratic nonlinear crystal Dmitri V.Empresas y cargos encontrados.

Administradores encontrados Datos de empresa en la que tiene cargo Administrador. Utilice nuestro Buscador Gratuito:. Administrador Torner Sabata Lluis 5 empresas. Administrador Torner Sabata Jordi 2 empresas. Administrador Torner Sabata Jorge 1 empresa. Administrador Sabata Montraveta Lluis 1 empresa. Administrador Sabata Navarro Lluis 1 empresa. Administrador Sabata Pallarols Lluis 4 empresas.

Administrador Caldentey Torner Lluis Fernando 1 empresa. Administrador Torner Bas Lluis 1 empresa. Administrador Torner Busom Lluis 1 empresa. Administrador Torner Badia Lluis 1 empresa. Administrador Torner Figueras Jordi Lluis 1 empresa. Administrador Lluis Lluis Joaquin 1 empresa. Administrador Lluis Lluis Jose Enrique 2 empresas. Administrador Lluis Lluis Jose Maria 1 empresa. Administrador Lluis Oliveras Lluis 1 empresa. Administrador Lluis Valles Antonio Lluis 1 empresa.

Administrador Oliveras Lluis Lluis 1 empresa. Administrador Armengol Sabata Carmen 1 empresa.

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Administrador Armengol Sabata Joan 1 empresa. Administrador Armengol Sabata Josep 3 empresas. Administrador Armengol Sabata Juan 2 empresas.Lluis Torner i Sabata born in is a physicist. He founded and leads ICFO. He is the recipient of the National Research prize of Catalonia [2] and of the Nature mentorship award. He works in nonlinear optics and its applications, with emphasis on optical solitons.

Torner conceived, founded, implemented and is leading ICFO. The institute was launched in in Barcelona with the mission to become a leading research center in Optics and Photonics. Today it hosts people and is widely considered to be one of the top global research centres in its field.

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Torner is the recipient of the Leadership Award of the Optical Society of America of the year and has been awarded a number of prizes, including the Monturiol Medal in[4] [ circular reference ] the National Research Prize of Catalonia in and the Nature mentorship award in From Wikipedia, the free encyclopedia.

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lluis torner sabata

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Example: true limit optional The maximum number of items that will be used for summarization and modeling. When the number of different items is over the configured limit, we must discard some of them. Defaults to null for auto-detect.Fastest Driver in Every Qualifying PhasePredict whether an individual driver will be the fastest qualifier in all 3 phases of qualifying.

Fastest Qualifying StagePredict which qualifying phase will produce the fastest qualifying time. Start of the RaceThe start of any race is defined as the signal to start the formation lap. Highest Finishing PositionIf both drivers fail to complete the race then the driver completing the most laps will be deemed the winner.

lluis torner sabata

Finishing Position MarketsIf both drivers fail to complete the race then the driver completing the most laps will be deemed the winner.

Team PointsBets will be settled on the combined points total of both drivers within a manufacturer's team. Race Match BettingBets will be settled on the official classification at the time of podium presentation. Winning CarAll cars will be deemed as runners. Fastest LapThe official FIA result at the time of the podium presentation for the race will be used. Will There Be a Safety Car Period During the Race. Race Group BettingThe winner is the driver achieving the highest placing at the time of the podium presentation.

First Driver to Retire (Formation Lap Counts)Driver must start 1st formation lap. First Constructor Retirement (Formation Lap Counts)Bets will have action once the 1st formation lap starts. Handicap BettingEach driver's handicap is applied to their race time. First Lap MarketsBets are settled on the first completed lap of the original race start.

To Retire on the 1st LapAny driver who is deemed to have completed no laps on the official FIA Race Classification will be deemed winners. Driver Position at End of 1st LapSelect a driver's position at the end of the first fully completed lap of a named Grand Prix. Team Match-UpsSettlement will be based on the team accumulating the most points at the end of a specified raceConstructor HandicapThe result will be determined by the number of points accumulated for a specified race by the two named constructors after the handicap has been applied.

Driver Handicap MatchesThe result will be determined by the number of points accumulated for a specified race by the two named drivers after the handicap has been applied. Race Driver Match-UpsAll match-ups will be settled as per the official NASCAR result. Race PropsRace props will be settled on official NASCAR results. QualifyingQualifying match-ups are based on qualifying times (quickest times) and not the starting line-up. CART AND INDY RACINGOutright Race BettingThe Field includes any driver who is not listed.

TOURING CARSAll race bets are settled on the official classification from the relevant governing body, at the time of the podium presentation. Driver ChampionshipEach participant is priced to be the top driver over the relevant Touring Car season in accordance with the Driver Championship standings, and rules as specified by the governing body.

Individual Race BettingAll drivers who start the warm-up lap are deemed as runners. A1All race bets are settled on the official classification from the A1GP organisation, the sport's governing body, at the time of the podium presentation.

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RALLYAll race bets are settled on the official classification as defined by the official race organisers and will not be affected by any subsequent enquiries.


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