On the Asymptotic Solution for the Fourier-Bessel Multiple Scattering Coefficients of an Infinite Grating of Insulating Dielectric Circular Cylinders at Oblique Incidence

TL;DR

This paper derives an asymptotic solution for the multiple scattering coefficients of an infinite array of dielectric cylinders under oblique electromagnetic wave incidence, simplifying complex matrix calculations.

Contribution

It introduces a novel asymptotic approach to solve the scattering coefficients for dielectric cylinder gratings at oblique angles, advancing electromagnetic scattering theory.

Findings

Provides explicit asymptotic formulas for scattering coefficients

Simplifies computational complexity for large gratings

Enhances understanding of oblique wave interactions with dielectric arrays

Abstract

In this article, we present the asymptotic solution for the matrix system of equations representing the multiple scattering coefficients of an infinite grating of insulating dielectric circular cylinders associated with vertically polarized obliquely incident plane electromagnetic waves.