Add to ORKGAbstract. A method for computing band structures for three-dimensional photonic crystals is described. The method combines a mixed nite element discretization on a uniform grid with a fast Fourier transform preconditioner and a preconditioned sub-space iteration algorithm. Numerical examples illustrating the behavior of the method are presented. 1
This thesis presents an efficient finite element method for computing spectra of photonic band gap m...
this paper, a method for the computation of the band structure of two-dimensional photonic crystals ...
A finite-difference time-domain (FDTD) method based on a regular Cartesian Yee’s lattice is develope...
. An e#cient method for band structure calculations in dielectric photonic crystals is presented. Th...
In this article we develop a finite difference (FDFD) method to compute the band spectra of 2D photo...
In this article we develop a finite difference (FDFD) method to compute the band spectra of 2D photo...
In this paper we propose a new finite element frequency domain (FEFD) method to compute the band spe...
We propose a new method for band structure calculation of photonic crystals. It can treat arbitraril...
AbstractIn this paper we propose a new finite element frequency domain (FEFD) method to compute the ...
In this paper we propose a new finite element frequency domain (FEFD) method to compute the band spe...
This paper presents an efficient finite element method (FEM) for computing spectra of photonic band ...
In the present thesis, computational methods for theanalysis and design of photonic bandgap structur...
In the present thesis, computational methods for theanalysis and design of photonic bandgap structur...
This paper considers the numerical computation of the photonic band structure of periodic materials ...
We consider the calculation of the band structure and Bloch mode basis of two-dimensional photonic c...
This thesis presents an efficient finite element method for computing spectra of photonic band gap m...
this paper, a method for the computation of the band structure of two-dimensional photonic crystals ...
A finite-difference time-domain (FDTD) method based on a regular Cartesian Yee’s lattice is develope...
. An e#cient method for band structure calculations in dielectric photonic crystals is presented. Th...
In this article we develop a finite difference (FDFD) method to compute the band spectra of 2D photo...
In this article we develop a finite difference (FDFD) method to compute the band spectra of 2D photo...
In this paper we propose a new finite element frequency domain (FEFD) method to compute the band spe...
We propose a new method for band structure calculation of photonic crystals. It can treat arbitraril...
AbstractIn this paper we propose a new finite element frequency domain (FEFD) method to compute the ...
In this paper we propose a new finite element frequency domain (FEFD) method to compute the band spe...
This paper presents an efficient finite element method (FEM) for computing spectra of photonic band ...
In the present thesis, computational methods for theanalysis and design of photonic bandgap structur...
In the present thesis, computational methods for theanalysis and design of photonic bandgap structur...
This paper considers the numerical computation of the photonic band structure of periodic materials ...
We consider the calculation of the band structure and Bloch mode basis of two-dimensional photonic c...
This thesis presents an efficient finite element method for computing spectra of photonic band gap m...
this paper, a method for the computation of the band structure of two-dimensional photonic crystals ...
A finite-difference time-domain (FDTD) method based on a regular Cartesian Yee’s lattice is develope...