Paper
5 September 2019 New phase-map for efficient random metasurfaces
Author Affiliations +
Abstract
Insensitivity of random systems to the polarization of incident light even for anisotropic and asymmetric particles, larger information capacity and higher level of information transport security as a result of larger degrees of freedom and the absence of spurious diffraction orders observed in periodic structures with large periodicity are among unique features making disordered structures a promising candidate to address challenges in the optical wave manipulations. Most of the metasurfaces are arranged in a periodic grid and the required phase profile for a desired performance is achieved by engineering elements via extracted information from periodic/unit cell simulation definitely not addressing the near field coupling between randomly positioned elements and so not helpful for the design of disordered metasurfaces. In this numerical study, we show how random arrangement of particles affect their phase shift compared to the periodic ones. We propose a new phase-map to design random metasurfaces benefiting from the statistical nature of random media and addressing the near field coupling between resonant elements. This phase-map provides us with the information on the geometry of particles located at random positions for a specific phase shift. Design of random metasurfaces by the proposed random phase-map reveals efficiency improvement compared to those designed based on periodic phase-map. We hope this new phase-map can pave the way towards random optical system outperforming the periodic counterpart in secure optical information processing.
© (2019) COPYRIGHT Society of Photo-Optical Instrumentation Engineers (SPIE). Downloading of the abstract is permitted for personal use only.
Hadiseh Nasari, Matthieu Dupré, and Boubacar Kanté "New phase-map for efficient random metasurfaces", Proc. SPIE 11080, Metamaterials, Metadevices, and Metasystems 2019, 110800W (5 September 2019); https://doi.org/10.1117/12.2528546
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KEYWORDS
Particles

Phase shifts

Near field

Information security

Diffraction

Near field optics

Optimization (mathematics)

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