Abstract

The experimental observation of optical surface vector solitons, which form at the edge and in the corner of two-dimensional laser-written waveguide arrays is reported in this paper. An optically polarized vector states are composed of two coherently interacting orthogonally polarized components. They exist only above a certain power threshold and bifurcate from scalar surface solitons towards higher propagation constants. The components of a vector soliton may feature substantially different degrees of localization in certain parameter ranges. Elliptically polarized surface vector solitons are stable throughout their entire domain of existence.

Keywords:
Femtosecond Physics Scalar (mathematics) Waveguide Laser Surface (topology) Optics Soliton Nonlinear system Quantum mechanics Geometry Mathematics

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Topics

Nonlinear Photonic Systems
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