Resonant transmission of light through finite chains of subwavelength holes
J. Bravo-Abad, F. J. Garcia-Vidal, L. Martin-Moreno
Abstract
In this paper we show that the extraordinary optical transmission phenomenon found before in 2D hole arrays is already present in a linear chain of subwavelength holes, which can be considered as the basic geometrical unit showing this property. In order to study this problem we have developed a new theoretical framework, able to analyze the optical properties of finite collections of subwavelength apertures and/or dimples (of any shape and placed in arbitrary positions) drilled in a metallic film.
Create a lesson
Related papers
Thermally enhanced magnon-phonon resonance in van der Waals antiferromagnet FePS3
Kai-Xuan Zhang, Beom Hyun Kim, Seungbok Lee et al.
Orbital Hall effect from the Wannier function approach
Tapesh Gautam, S. Satpathy
greenWTE: Frequency-domain solver for the phonon Wigner Transport Equation with arbitrary heating using Green's functions
Laurenz Kremeyer, Bradley J. Siwick, Samuel Huberman
Multiplicity of elastic wave propagation in random polycrystals
Ming Huang, Stanislav I. Rokhlin, Michael J. S. Lowe
Dynamical Phonon Anharmonicity Drives Charge-Density-Wave Softening and Electronic Quasiparticle Decoherence in Monolayer 1H-NbSe2
Yi Xia
Triboelectric nanogenerators across length scales: linking materials, multiscale modelling and applications
MD Tanzib Ehsan Sanglap, Ans Al Rashid, Abdullah Sayam et al.