The usual, highly efficient, modelling tools for planar optical devices are generally not suitable for modelling photonic crystal structures. For example, the beam propagation method fails when applied to these strongly scattering structures since presumptions are made on the propagation direction of the waves. The finite-difference time-domain method (FDTD), however, as a direct discretisation of Maxwell's equations, does not suffer from such restrictive assumptions. It is shown that the evolution of the electromagnetic field in both time and space-as calculated using FDTD-can be of considerable help in understanding the physics of photonic crystal structure
A finite-difference time-domain (FDTD) method based on a regular Cartesian Yee’s lattice is develope...
The scattering and absorption of electromagnetic waves by irregularly shaped particles and arbitrary...
Scalar diffraction theory is not applicable to electromagnetic problems in which structural (light s...
The usual, highly efficient, modelling tools for planar optical devices are generally not suitable f...
Planar photonic crystal waveguide structures have been modelled using the finite-difference-time-dom...
Finite-Difference Time-Domain method (FDTD) is based on numerical solution of Maxwell's equations, n...
The present work analyzes and describes a method for the direct numerical solution of the Maxwell's ...
The electromagnetic modes are investigated using a simple 1D implementation of the FDTD numerical al...
Finite-Difference Time-Domain method (FDTD) is based on numerical solution of Maxwell's equations, n...
FDTD method is based on Maxwell's equations and this thesis describe how to make these differential ...
The theoretical and numerical models for simulation of light propagation process through a turbid me...
Finite-difference time domain method(FDTD)for optical propagation through liquid crystal structures ...
To save finite-difference time-domain(FDTD) computing time, several methods are proposed to convert ...
This bachelor thesis is focused on the basic description of the finite-difference time-domain method...
The aim of this paper is to show how 2D approaches, often used to investigate numerically the real d...
A finite-difference time-domain (FDTD) method based on a regular Cartesian Yee’s lattice is develope...
The scattering and absorption of electromagnetic waves by irregularly shaped particles and arbitrary...
Scalar diffraction theory is not applicable to electromagnetic problems in which structural (light s...
The usual, highly efficient, modelling tools for planar optical devices are generally not suitable f...
Planar photonic crystal waveguide structures have been modelled using the finite-difference-time-dom...
Finite-Difference Time-Domain method (FDTD) is based on numerical solution of Maxwell's equations, n...
The present work analyzes and describes a method for the direct numerical solution of the Maxwell's ...
The electromagnetic modes are investigated using a simple 1D implementation of the FDTD numerical al...
Finite-Difference Time-Domain method (FDTD) is based on numerical solution of Maxwell's equations, n...
FDTD method is based on Maxwell's equations and this thesis describe how to make these differential ...
The theoretical and numerical models for simulation of light propagation process through a turbid me...
Finite-difference time domain method(FDTD)for optical propagation through liquid crystal structures ...
To save finite-difference time-domain(FDTD) computing time, several methods are proposed to convert ...
This bachelor thesis is focused on the basic description of the finite-difference time-domain method...
The aim of this paper is to show how 2D approaches, often used to investigate numerically the real d...
A finite-difference time-domain (FDTD) method based on a regular Cartesian Yee’s lattice is develope...
The scattering and absorption of electromagnetic waves by irregularly shaped particles and arbitrary...
Scalar diffraction theory is not applicable to electromagnetic problems in which structural (light s...