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Lattice Zenneck Modes on Subwavelength Antennas

DOI:10.1002/lpor.201800267 期刊:Laser & Photonics Reviews 出版年份:2019 更新时间:2025-09-23 15:23:52
摘要: Optical resonances in isolated nanoparticles made out of commonly occurring materials with high optical losses, such as transition metal dichalcogenides, germanium, carbide, and others, are weak and not sufficient for field enhancement and competing with plasmonic resonances in noble metal nanoparticles. This work presents a novel approach to achieve strong resonances in the arrays of such nanoparticles with large optical losses and points to their potential for efficient light control in ultra-thin optical elements, sensing, and photovoltaic applications. Materials with large imaginary part of permittivity (LIPP) are studied and nanostructures of these materials are shown to support not only surfaces modes, known as Zenneck waves, but also modes localized on the subwavelength particle. This approach opens up the possibility of exciting strong localized nanoparticle resonances without involving plasmonic or high-refractive-index materials. Arranging LIPP particles in a periodic array plays a crucial role allowing for collective array resonances, which are shown to be much stronger in particle array than in single particle. The collective lattice resonances can be excited at the wavelength defined mainly by the array period and thus easily tuned in a broad spectral range not being limited by particle permittivity, size, or shape.
作者: Viktoriia E. Babicheva,Jerome V. Moloney
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To achieve strong resonances in arrays of nanoparticles with large optical losses for efficient light control in applications such as ultra-thin optical elements, sensing, and photovoltaics.

The work demonstrates that nanoparticles with large imaginary part of permittivity (LIPP) can support localized Zenneck modes in periodic arrays, enabling strong resonances tunable by array period. This allows for applications like reflection suppression and directional scattering (generalized Kerker effect), with potential uses in flat optics and photonic devices using common materials such as transition metal dichalcogenides.

The study is theoretical and computational; experimental validation is not provided. The analysis is limited to specific materials and particle shapes (e.g., spheres and disks), and the robustness of lattice resonances to imperfections is discussed but not fully quantified.

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