Effect of the plasmonic dispersion relation on the transmission properties of subwavelength holes

Abstract

Using a realistic plasmonic model, an optically thick electrically conductive film with subwavelength hole or holes therein is shown to always support propagating modes near the surface plasmon frequency, where cross-sectional dimensions of the hole or holes are less than about λ/2n, λ being the wavelength of the light and nthe refractive index of the dielectric material in the hole or holes. This is the case even when material losses are taken into account. Based on the dispersion analysis, in both a single hole or hole array designs, propagating modes play a dominant role in the transport properties of incident light. These structures exhibit a new region of operation, while featuring a high packing density and diffraction-less behavior. These structures can be used in near-field scanning optical microscopy, in collection and emission modes, for writing data to an optical storage device, as wavelength-selective optical filters, for multispectral imaging of a sample, as photolithography masks for transferring an image to a photoresist-coated substrate, as light emitters, light collectors and light modulators.