Spectrally tunable linear polarization rotation using stacked metallic metamaterials

Abstract

We theoretically study the transmission properties of a stack of metallic metamaterials and show that is able to achieve a perfect transmission selectively exhibiting broadband ($Q<10$) or extremely narrowband ($Q>10^5$) polarization rotation. We especially highlight how the arrangement of the stacked structure, as well as the metamaterial unit cell geometry, can highly influence the transmission in the spectral domain. For this purpose, we use an extended analytical Jones formalism that allows us to get a rigorous and analytical expression of the transmission. Such versatile structures could find potential applications in polarimetry or in the control of the light polarization for THz waves.

17 pages, 7 figures

References in corpus (4)

• Terahertz metamaterials for linear polarization conversion and anomalous refraction
• Theory of Electromagnetic Wave Transmission through Metallic Gratings of Subwavelength Slits
• Extended Malus' Law with THz metallic metamaterials for sensitive detection with giant tunable quality factor
• Jones matrices of perfectly conducting metallic polarizers

Cited by in corpus (1)

• Fourier modal method for Moiré lattices