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Emergent polarization singularities
Optics Letters, 2004Polarization singularities are shown to emerge spontaneously from the incoherent addition of uncorrelated optical fields that individually need not contain singularities. Examples of this phenomenon are given for both vector and ellipse fields. The incoherent addition of vector fields whose singularities have integer winding numbers is shown to yield ...
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Evolution of Topological Polarization Singularity in a Photonic Crystal Slab
Laser & Photonics ReviewsThe polarization singularity in momentum space, known as a new type of topological defect, has garnered tremendous attention across the nanophotonic community. Bound states in the continuum (BICs) and unidirectional guided resonances (UGRs) in a photonic
Lujun Huang, Andrey E. Miroshnichenko
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Tunable polarization singularity array enabled using superposition of vector curvilinear beams
Applied Physics Letters, 2019In this paper, we present an approach for creating a polarization singularity array (PSA) along a curvilinear structure by exploring a scheme of coaxially superposing pre-designed component vector beams.
Chenliang Chang +6 more
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Polychromatic polarization singularities
Optics Letters, 2003Elliptical polarization can appear in only monochromatic optical fields. In polychromatic vector fields the polarization is a Lissajous figure, but in only commensurate fields do the figures have well-defined shapes; in other fields the shapes are undefined.
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Topological Polarization Singularity Modulation in the Phase Change Material Metasurfaces
IEEE Photonics Technology LettersPolarization singularities have garnered significant attention due to their special properties and can be modulated by reducing the symmetry of the structure. At present, the regulation of polarization singularity is usually passive, and the polarization
Haoxuan He +7 more
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Journal of Optics, 2020
We report a theoretical investigation on polarization rotation and singularity evolution of focused fundamental Poincaré beams in free-space propagation and through isotropic and anisotropic Kerr nonlinear media. It is found that the optical nonlinearity
Bo Wen +4 more
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We report a theoretical investigation on polarization rotation and singularity evolution of focused fundamental Poincaré beams in free-space propagation and through isotropic and anisotropic Kerr nonlinear media. It is found that the optical nonlinearity
Bo Wen +4 more
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Singular points of the polarization tensor
Solar Physics, 1996The problem to compute the magnetic field above the chromosphere using data of the vector τ = B t /B t that gives the projected field direction can be solved with different approximations. The field of direction vectors τ is, however, not the only field accessible to observations. The Stokes parameters, which are components of the radiation tensor, can
M. M. Molodensky, L. I. Starkova
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Polarization filter with singular value decomposition
GEOPHYSICS, 2001We present a singular value decomposition (SVD) based algorithm for polarization filtering of triaxial seismic recordings based on the assumption that the particle motion trajectory is essentially 2-D (elliptical polarization). The filter is the sum of the first two eigenimages of the SVD on the signal matrix.
De Franco R, Musacchio G
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Skyrmionic Polarization Texture around the Phase Singularity of Optical Vortices.
Physical Review LettersWe disclose the existence of a type of optical skyrmion, Gauss-Stokes (GS) skyrmions, that is naturally present in an optical vortex around its phase singularity.
Nilo Mata-Cervera +4 more
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Journal of the Optical Society of America B, 2019
The emerging of polarization singularity lines (C-lines), accompanying the self-focusing of an initially elliptically polarized Gaussian beam in an isotropic medium with various mechanisms of cubic nonlinearity, is studied numerically.
K. Grigoriev, V. Makarov
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The emerging of polarization singularity lines (C-lines), accompanying the self-focusing of an initially elliptically polarized Gaussian beam in an isotropic medium with various mechanisms of cubic nonlinearity, is studied numerically.
K. Grigoriev, V. Makarov
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