Self-Trapping of Light Using the Pancharatnam-Berry Phase

Since its introduction by Berry in 1984, the geometric phase has become of fundamental importance in physics, with applications ranging from solid-state physics to optics. In optics, the Pancharatnam-Berry phase allows the tailoring of optical beams by a local control of their polarization. Here, we...

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Main Authors: Chandroth P. Jisha, Alessandro Alberucci, Jeroen Beeckman, Stefan Nolte
Format: Article
Language:English
Published: American Physical Society 2019-06-01
Series:Physical Review X
Online Access:http://doi.org/10.1103/PhysRevX.9.021051
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spelling doaj-128fcc4a774f46fd86d2079a49fbefcc2020-11-25T02:49:14ZengAmerican Physical SocietyPhysical Review X2160-33082019-06-019202105110.1103/PhysRevX.9.021051Self-Trapping of Light Using the Pancharatnam-Berry PhaseChandroth P. JishaAlessandro AlberucciJeroen BeeckmanStefan NolteSince its introduction by Berry in 1984, the geometric phase has become of fundamental importance in physics, with applications ranging from solid-state physics to optics. In optics, the Pancharatnam-Berry phase allows the tailoring of optical beams by a local control of their polarization. Here, we discuss light propagation in the presence of an intensity-dependent local modulation of the Pancharatnam-Berry phase. The corresponding self-modulation of the wave front counteracts the natural spreading due to diffraction; i.e., self-focusing takes place. No refractive index variation is associated with the self-focusing: The confinement is uniquely due to a nonlinear spin-orbit interaction. The phenomenon is investigated, both theoretically and experimentally, by considering the reorientational nonlinearity in liquid crystals, where light is able to rotate the local optical axis through an intensity-dependent optical torque. Our discoveries pave the way to the investigation of a new family of nonlinear waves featuring a strong interaction between the spin and the orbital degrees of freedom.http://doi.org/10.1103/PhysRevX.9.021051
collection DOAJ
language English
format Article
sources DOAJ
author Chandroth P. Jisha
Alessandro Alberucci
Jeroen Beeckman
Stefan Nolte
spellingShingle Chandroth P. Jisha
Alessandro Alberucci
Jeroen Beeckman
Stefan Nolte
Self-Trapping of Light Using the Pancharatnam-Berry Phase
Physical Review X
author_facet Chandroth P. Jisha
Alessandro Alberucci
Jeroen Beeckman
Stefan Nolte
author_sort Chandroth P. Jisha
title Self-Trapping of Light Using the Pancharatnam-Berry Phase
title_short Self-Trapping of Light Using the Pancharatnam-Berry Phase
title_full Self-Trapping of Light Using the Pancharatnam-Berry Phase
title_fullStr Self-Trapping of Light Using the Pancharatnam-Berry Phase
title_full_unstemmed Self-Trapping of Light Using the Pancharatnam-Berry Phase
title_sort self-trapping of light using the pancharatnam-berry phase
publisher American Physical Society
series Physical Review X
issn 2160-3308
publishDate 2019-06-01
description Since its introduction by Berry in 1984, the geometric phase has become of fundamental importance in physics, with applications ranging from solid-state physics to optics. In optics, the Pancharatnam-Berry phase allows the tailoring of optical beams by a local control of their polarization. Here, we discuss light propagation in the presence of an intensity-dependent local modulation of the Pancharatnam-Berry phase. The corresponding self-modulation of the wave front counteracts the natural spreading due to diffraction; i.e., self-focusing takes place. No refractive index variation is associated with the self-focusing: The confinement is uniquely due to a nonlinear spin-orbit interaction. The phenomenon is investigated, both theoretically and experimentally, by considering the reorientational nonlinearity in liquid crystals, where light is able to rotate the local optical axis through an intensity-dependent optical torque. Our discoveries pave the way to the investigation of a new family of nonlinear waves featuring a strong interaction between the spin and the orbital degrees of freedom.
url http://doi.org/10.1103/PhysRevX.9.021051
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