Manipulating reflection-type all-dielectric non-local metasurfaces via parity of particle number
Hao Song, Xuelian Zhang, Yanming Sun, and Guo Ping Wang

TL;DR
This paper explores how the parity of particle number influences the reflection properties of non-local dielectric metasurfaces, revealing parity-dependent behaviors and potential for controlling light in photonic circuits.
Contribution
It introduces a novel approach to manipulate non-local metasurfaces using particle number parity, demonstrating its effects on reflectivity and transmission in finite and infinite structures.
Findings
Parity-dependent reflectivity divergence with non-local coupling
Achieving reflection and transmission reversals by alternating particle parity
High reflection linked to backward scattering and suppression of lateral scatterings
Abstract
Parity of particle number is a new degree of freedom for manipulating metasurface, while its influence on controlling non-local metasurfaces remains an unresolved and intriguing question. We propose a metasurface consisting of periodically arranged infinite-long cylinders made from multiple layers of SiO2 and WS2. The cylinder exhibits strong backward scattering due to the overlapping magnetic dipole and electric quadrupole resonances. Without non-local coupling in unit cells, the infinite-size metasurface manifests high reflection across all instances. However, parity-dependent reflectivity diverges with non-local coupling in supercells, exhibiting either increased logarithmic or decreased exponential behavior, with significant distinctions at small particle numbers. Interestingly, equal magnitude reflection and transmission reversals are achievable through alternation between adjacent…
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Taxonomy
TopicsMetamaterials and Metasurfaces Applications · Advanced Antenna and Metasurface Technologies · Antenna Design and Analysis
