2017Optical EngineeringRequires access

Optical vortices with axisymmetric polarization structure

A. L. Sokolov

Open publisher page 16 citations

Abstract

Consideration is given to the basic properties and characteristics of optical vortices (OV) featuring a helical phase structure combined with axisymmetric polarization structure. Correlation between polarization-symmetric beams and OV is analyzed. Based on the Jones formalized matrices, it is shown how axisymmetric polarization structure is generated when an optical vortex passes through spiral optical elements: polarizer and phase plate. It is shown that the polarization-optical system consisting of two cube-corner reflectors with a special phase-correction coating to ensure a certain phase shift between electric vector components is equivalent to a spiral two-order rotator, which provides an optical vortex from a circular-polarization wave.

About this research paper

What this paper is about

Consideration is given to the basic properties and characteristics of optical vortices (OV) featuring a helical phase structure combined with axisymmetric polarization structure. Correlation between polarization-symmetric beams and OV is analyzed. Based on the Jones formalized matrices, it is shown how axisymmetric polarization structure is generated when an optical vortex passes through spiral optical elements: polarizer and phase plate. It is shown that the polarization-optical system consisting of two cube-corner reflectors with a special phase-correction coating to ensure a certain phase shift between electric vector components is equivalent to a spiral two-order rotator, which provides an optical vortex from a circular-polarization wave.

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OpenAlex reports 16 citations for this work. Citation counts describe recorded attention and do not establish research quality.

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Available abstract

Consideration is given to the basic properties and characteristics of optical vortices (OV) featuring a helical phase structure combined with axisymmetric polarization structure. Correlation between polarization-symmetric beams and OV is analyzed. Based on the Jones formalized matrices, it is shown how axisymmetric polarization structure is generated when an optical vortex passes through spiral optical elements: polarizer and phase plate. It is shown that the polarization-optical system consisting of two cube-corner reflectors with a special phase-correction coating to ensure a certain phase shift between electric vector components is equivalent to a spiral two-order rotator, which provides an optical vortex from a circular-polarization wave.

Key concepts: Optical vortex, Polarizer, Optics, Polarization (electrochemistry), Rotational symmetry, Physics, Vortex, Polarization rotator

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