Closed-form formulae of hyperbolic metamaterial made by stacked hole-array layers working at terahertz or microwave radiation
Piyawath Tapsanit, Masatsugu Yamashita, Chiko Otani, Sriprajak, Krongsuk, and Chesta Ruttanapuna

TL;DR
This paper derives closed-form analytical formulas for the effective parameters of fishnet hyperbolic metamaterials made of stacked hole-array layers, enabling improved design of deep-subwavelength imaging devices at terahertz and microwave frequencies.
Contribution
It provides the first explicit closed-form formulas for the effective parameters of fishnet metamaterials operating at terahertz or microwave frequencies, facilitating their design and application.
Findings
Effective parameters match quasi-full solutions.
Deep-subwavelength focusing achieved at λ/83.
Enhanced internal intensity within the fishnet structure.
Abstract
A metamaterial made by stacked hole-array layers known as a fishnet metamaterial behaves as a hyperbolic metamaterial at wavelength much longer than hole-array period. However, the analytical formulae of effective parameters of a fishnet metamaterial have not been reported hindering the design of deep-subwavelength imaging devices using this structure. We report the new closed-form formulae of effective parameters comprising anisotropic dispersion relation of a fishnet metamaterial working at terahertz or microwave frequency. These effective parameters of a fishnet metamaterial are consistent with those obtained by quasi-full solutions using known effective parameters of a hole-array layer working at frequency below its spoof plasma frequency with the superlattice period much smaller than the hole-array period. We also theoretically demonstrate the deep-subwavelength focusing at…
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