4.7 Article

Vortical Dichroism of Layered Chiral Media Based on Orbital Angular Momentum

期刊

IEEE TRANSACTIONS ON ANTENNAS AND PROPAGATION
卷 71, 期 2, 页码 2028-2032

出版社

IEEE-INST ELECTRICAL ELECTRONICS ENGINEERS INC
DOI: 10.1109/TAP.2022.3225669

关键词

Electromagnetic scattering; Reflection; Orbits; Reflection coefficient; Permittivity; Optical fiber sensors; Electromagnetics; Chiral; orbital angular momentum (OAM); propagation matrix method (PMM); vortex dichroism

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In this study, the propagation matrix method (PMM) is developed to investigate the vortical dichroism (VD) of layered chiral media based on orbital angular momentum (OAM). By introducing the y component of the wavevector, the propagation matrices relating four eigenstates are derived and the VD of magnetoelectric coupling chiral media is calculated using the angular spectrum expansion method. The effects of chirality, permittivity, topological charge, and thickness on EM characteristics, including the VD for obliquely incident vortex waves of different polarizations, are studied. This finding opens up a promising avenue for detecting the chirality and permittivity of nonhomogeneous chiral structures through wavelength independent VD.
In this communication, the propagation matrix method (PMM) is developed to obtain the vortical dichroism (VD) of layered chiral media based on orbital angular momentum (OAM). The propagation matrices relating four eigenstates and tracing tangential field components through the multilayer are derived by introducing the y component of the wavevector for the vector Bessel vortex electromagnetic (EM) waves. This method allows us to access the VD of the magnetoelectric coupling chiral media via the integration of the angular spectrum expansion method. The effects of chirality, permittivity, topological charge, and thickness on EM characteristics, including the VD for the s and p linearly polarized obliquely incident vortex waves, are investigated. This finding may provide a promising avenue for detecting the chirality and permittivity of a nonhomogeneous chiral structure by wavelength independent VD.

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