Abstract
The diffraction of electromagnetic waves on arrays of ferromagnetic metallic (iron) nanowires at photonic frequencies is modeled at electromagnetic accuracy by solving the 3-D diffraction problem for Maxwell's equations with electrodynamic boundary conditions, complemented by the Landau-Lifshitz equation including the exchange term. Using the computational algorithm based on the decomposition approach by autonomous blocks with Floquet channels (FABs), the scattering parameters of the S matrix of 2-D magnetic nanowire arrays, depending on the bias magnetic field H 0 , were calculated for nanowire diameters 10 < 2r < 60 nm at a frequency of 30 THz. It is shown that when the conditions for radial antiresonance modes for the 2-D nanomagnet array are fulfilled, a maximum in electromagnetic wave transmission can be realized and controlled by the array geometry and external bias field.
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