FRINK Linked Data Fragments server

Matches in SemOpenAlex for { <https://semopenalex.org/work/W2015783133> ?p ?o ?g. }

• W2015783133 abstract "In this work, we focus on the subject of nonlinear discrete self-trapping of $S=2$ (doubly-charged) vortices in two-dimensional photonic lattices, including theoretical analysis, numerical computation, and experimental demonstration. We revisit earlier findings about $S=2$ vortices with a discrete model and find that $S=2$ vortices extended over eight lattice sites can indeed be stable (or only weakly unstable) under certain conditions, not only for the cubic nonlinearity previously used, but also for a saturable nonlinearity more relevant to our experiment with a biased photorefractive nonlinear crystal. We then use the discrete analysis as a guide toward numerically identifying stable (and unstable) vortex solutions in a more realistic continuum model with a periodic potential. Finally, we present our experimental observation of such geometrically extended $S=2$ vortex solitons in optically induced lattices under both self-focusing and self-defocusing nonlinearities and show clearly that the $S=2$ vortex singularities are preserved during nonlinear propagation." @default.
• W2015783133 created "2016-06-24" @default.
• W2015783133 creator A5004811210 @default.
• W2015783133 creator A5053058869 @default.
• W2015783133 creator A5054719860 @default.
• W2015783133 creator A5061120470 @default.
• W2015783133 creator A5071849787 @default.
• W2015783133 date "2009-12-08" @default.
• W2015783133 modified "2023-09-23" @default.
• W2015783133 title "Geometric stabilization of extended<mml:math xmlns:mml=http://www.w3.org/1998/Math/MathML display=inline><mml:mrow><mml:mi>S</mml:mi><mml:mo>=</mml:mo><mml:mn>2</mml:mn></mml:mrow></mml:math>vortices in two-dimensional photonic lattices: Theoretical analysis, numerical computation, and experimental results" @default.
• W2015783133 cites W1533185225 @default.
• W2015783133 cites W1970947221 @default.
• W2015783133 cites W1972951295 @default.
• W2015783133 cites W1978692033 @default.
• W2015783133 cites W1979681958 @default.
• W2015783133 cites W1982122431 @default.
• W2015783133 cites W1988295740 @default.
• W2015783133 cites W1990557380 @default.
• W2015783133 cites W2002213360 @default.
• W2015783133 cites W2003735705 @default.
• W2015783133 cites W2008893816 @default.
• W2015783133 cites W2010255294 @default.
• W2015783133 cites W2013838141 @default.
• W2015783133 cites W2015645972 @default.
• W2015783133 cites W2016232264 @default.
• W2015783133 cites W2016761753 @default.
• W2015783133 cites W2018950502 @default.
• W2015783133 cites W2020843358 @default.
• W2015783133 cites W2022591585 @default.
• W2015783133 cites W2022949210 @default.
• W2015783133 cites W2024496227 @default.
• W2015783133 cites W2027372185 @default.
• W2015783133 cites W2029935305 @default.
• W2015783133 cites W2030302393 @default.
• W2015783133 cites W2030871001 @default.
• W2015783133 cites W2036733217 @default.
• W2015783133 cites W2037879124 @default.
• W2015783133 cites W2039383443 @default.
• W2015783133 cites W2049972037 @default.
• W2015783133 cites W2050074555 @default.
• W2015783133 cites W2050974315 @default.
• W2015783133 cites W2051684913 @default.
• W2015783133 cites W2052343776 @default.
• W2015783133 cites W2055651262 @default.
• W2015783133 cites W2058098758 @default.
• W2015783133 cites W2062064425 @default.
• W2015783133 cites W2069456485 @default.
• W2015783133 cites W2075795714 @default.
• W2015783133 cites W2078791968 @default.
• W2015783133 cites W2081857098 @default.
• W2015783133 cites W2084411518 @default.
• W2015783133 cites W2084845452 @default.
• W2015783133 cites W2091740912 @default.
• W2015783133 cites W2092167646 @default.
• W2015783133 cites W2093543391 @default.
• W2015783133 cites W2109117899 @default.
• W2015783133 cites W2111935724 @default.
• W2015783133 cites W2115380483 @default.
• W2015783133 cites W2117774113 @default.
• W2015783133 cites W2119471875 @default.
• W2015783133 cites W2128303003 @default.
• W2015783133 cites W2149828519 @default.
• W2015783133 cites W2162167518 @default.
• W2015783133 cites W2166757146 @default.
• W2015783133 cites W2167739352 @default.
• W2015783133 cites W2264035850 @default.
• W2015783133 cites W2963388978 @default.
• W2015783133 cites W2963743955 @default.
• W2015783133 cites W3038047640 @default.
• W2015783133 cites W3098952452 @default.
• W2015783133 cites W3105456911 @default.
• W2015783133 cites W3122129592 @default.
• W2015783133 doi "https://doi.org/10.1103/physreva.80.063817" @default.
• W2015783133 hasPublicationYear "2009" @default.
• W2015783133 type Work @default.
• W2015783133 sameAs 2015783133 @default.
• W2015783133 citedByCount "13" @default.
• W2015783133 countsByYear W20157831332012 @default.
• W2015783133 countsByYear W20157831332013 @default.
• W2015783133 countsByYear W20157831332022 @default.
• W2015783133 crossrefType "journal-article" @default.
• W2015783133 hasAuthorship W2015783133A5004811210 @default.
• W2015783133 hasAuthorship W2015783133A5053058869 @default.
• W2015783133 hasAuthorship W2015783133A5054719860 @default.
• W2015783133 hasAuthorship W2015783133A5061120470 @default.
• W2015783133 hasAuthorship W2015783133A5071849787 @default.
• W2015783133 hasBestOaLocation W20157831332 @default.
• W2015783133 hasConcept C11413529 @default.
• W2015783133 hasConcept C121332964 @default.
• W2015783133 hasConcept C140820882 @default.
• W2015783133 hasConcept C158622935 @default.
• W2015783133 hasConcept C24890656 @default.
• W2015783133 hasConcept C2781204021 @default.
• W2015783133 hasConcept C41008148 @default.
• W2015783133 hasConcept C45374587 @default.
• W2015783133 hasConcept C57879066 @default.
• W2015783133 hasConcept C62520636 @default.
• W2015783133 hasConceptScore W2015783133C11413529 @default.
• W2015783133 hasConceptScore W2015783133C121332964 @default.
• W2015783133 hasConceptScore W2015783133C140820882 @default.

• next