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Broadband decoupling of intensity and polarization with vectorial Fourier metasurfaces.


ABSTRACT: Intensity and polarization are two fundamental components of light. Independent control of them is of tremendous interest in many applications. In this paper, we propose a general vectorial encryption method, which enables arbitrary far-field light distribution with the local polarization, including orientations and ellipticities, decoupling intensity from polarization across a broad bandwidth using geometric phase metasurfaces. By revamping the well-known iterative Fourier transform algorithm, we propose "à la carte" design of far-field intensity and polarization distribution with vectorial Fourier metasurfaces. A series of non-conventional vectorial field distribution, mimicking cylindrical vector beams in the sense that they share the same intensity profile but with different polarization distribution and a speckled phase distribution, is demonstrated. Vectorial Fourier optical metasurfaces may enable important applications in the area of complex light beam generation, secure optical data storage, steganography and optical communications.

SUBMITTER: Song Q 

PROVIDER: S-EPMC8206126 | biostudies-literature | 2021 Jun

REPOSITORIES: biostudies-literature

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Broadband decoupling of intensity and polarization with vectorial Fourier metasurfaces.

Song Qinghua Q   Baroni Arthur A   Wu Pin Chieh PC   Chenot Sébastien S   Brandli Virginie V   Vézian Stéphane S   Damilano Benjamin B   de Mierry Philippe P   Khadir Samira S   Ferrand Patrick P   Genevet Patrice P  

Nature communications 20210615 1


Intensity and polarization are two fundamental components of light. Independent control of them is of tremendous interest in many applications. In this paper, we propose a general vectorial encryption method, which enables arbitrary far-field light distribution with the local polarization, including orientations and ellipticities, decoupling intensity from polarization across a broad bandwidth using geometric phase metasurfaces. By revamping the well-known iterative Fourier transform algorithm,  ...[more]

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