A semiclassical coupled-wave theory is developed for TE waves in one-dimensional periodic structures. The theory is used to calculate the bandwidths and reflection/transmission characteristics of such structures, as functions of the incident wave frequency. The results are in good agreement with exact numerical simulations for an arbitrary angle of incidence and for any achievable refractive index contrast on a period of the structure
The electromagnetic properties of a structure that is both chiral and periodic are investigated usin...
The authors consider periodic structures made of spheres embedded in a host material with a differen...
We present a modification of a well-known mathematical model based on the Rigorous Coupled-Wave Anal...
A semiclassical coupled-wave theory is developed for TE waves in one-dimensional periodic structures...
We study the spectral and scattering theory of light transmission in a system consisting of two asym...
We study surface states of 1D photonic crystals using a semiclassical coupled wave theory. Both TE a...
Abstract — In this paper, reflective coefficient due to electromagnetic wave propagation in forward ...
Wave propagation through a structured medium has attracted the attention of researchers for centurie...
The Bragg diffraction of waves in one-dimensional doubly periodic media is analyzed by means of Koge...
Accurate analytic approximations are developed for the band gap boundaries and surface waves of a 1D...
Abstract—This paper proposes a new analysis of the transmission coefficient at normal incidence for ...
We studied periodic and quasi-periodic coupled waveguides by finite difference time domain simulatio...
Several analytic methods are used to derive and discuss analytic expressions for electromagnetic wav...
The wave properties for a one dimensional periodic structure are related to the eigenvalues and eige...
A method is proposed to extract the phase constant β and attenuation constant α of bounded waves in ...
The electromagnetic properties of a structure that is both chiral and periodic are investigated usin...
The authors consider periodic structures made of spheres embedded in a host material with a differen...
We present a modification of a well-known mathematical model based on the Rigorous Coupled-Wave Anal...
A semiclassical coupled-wave theory is developed for TE waves in one-dimensional periodic structures...
We study the spectral and scattering theory of light transmission in a system consisting of two asym...
We study surface states of 1D photonic crystals using a semiclassical coupled wave theory. Both TE a...
Abstract — In this paper, reflective coefficient due to electromagnetic wave propagation in forward ...
Wave propagation through a structured medium has attracted the attention of researchers for centurie...
The Bragg diffraction of waves in one-dimensional doubly periodic media is analyzed by means of Koge...
Accurate analytic approximations are developed for the band gap boundaries and surface waves of a 1D...
Abstract—This paper proposes a new analysis of the transmission coefficient at normal incidence for ...
We studied periodic and quasi-periodic coupled waveguides by finite difference time domain simulatio...
Several analytic methods are used to derive and discuss analytic expressions for electromagnetic wav...
The wave properties for a one dimensional periodic structure are related to the eigenvalues and eige...
A method is proposed to extract the phase constant β and attenuation constant α of bounded waves in ...
The electromagnetic properties of a structure that is both chiral and periodic are investigated usin...
The authors consider periodic structures made of spheres embedded in a host material with a differen...
We present a modification of a well-known mathematical model based on the Rigorous Coupled-Wave Anal...