Manipulation of polarization-dependent multivortices with quasi-periodic subwavelength structures

Gabriel Biener; Yuri Gorodetski; Avi Niv; Vladimir Kleiner; Erez Hasman

doi:10.1364/OL.31.001594

Manipulation of polarization-dependent multivortices with quasi-periodic subwavelength structures

Gabriel Biener
, Yuri Gorodetski
, Avi Niv
, Vladimir Kleiner
, Erez Hasman

Research output: Contribution to journal › Article › peer-review

18 Scopus citations

Abstract

Multiple vortices with different topological charges are formed by the use of two sequential geometric phase elements. These elements are realized by quasi-periodic subwavelength gratings. The first element is a spiral phase element and the second element is a spherical phase element. We provide a theoretical analysis and an experimental demonstration of the formation of the multiple vortices that comprise scalar vortices and a vectorial vortex.

Original language	English
Pages (from-to)	1594-1596
Number of pages	3
Journal	Optics Letters
Volume	31
Issue number	11
DOIs	https://doi.org/10.1364/OL.31.001594
State	Published - 1 Jun 2006
Externally published	Yes

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10.1364/OL.31.001594

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abstract = "Multiple vortices with different topological charges are formed by the use of two sequential geometric phase elements. These elements are realized by quasi-periodic subwavelength gratings. The first element is a spiral phase element and the second element is a spherical phase element. We provide a theoretical analysis and an experimental demonstration of the formation of the multiple vortices that comprise scalar vortices and a vectorial vortex.",

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AU - Biener, Gabriel

AU - Gorodetski, Yuri

AU - Niv, Avi

AU - Kleiner, Vladimir

AU - Hasman, Erez

PY - 2006/6/1

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N2 - Multiple vortices with different topological charges are formed by the use of two sequential geometric phase elements. These elements are realized by quasi-periodic subwavelength gratings. The first element is a spiral phase element and the second element is a spherical phase element. We provide a theoretical analysis and an experimental demonstration of the formation of the multiple vortices that comprise scalar vortices and a vectorial vortex.

AB - Multiple vortices with different topological charges are formed by the use of two sequential geometric phase elements. These elements are realized by quasi-periodic subwavelength gratings. The first element is a spiral phase element and the second element is a spherical phase element. We provide a theoretical analysis and an experimental demonstration of the formation of the multiple vortices that comprise scalar vortices and a vectorial vortex.

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Manipulation of polarization-dependent multivortices with quasi-periodic subwavelength structures

Abstract

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