International audienceWe propose an Adaptive Perfectly Matched Layer (APML) to be used in diffraction grating modeling. With a properly tailored co-ordinate stretching depending both on the incident field and on grating parameters, the APML may efficiently absorb diffracted orders near grazing angles (the so-called Wood's anomalies). The new design is implemented in a finite element method (FEM) scheme and applied on a numerical example of a dielectric slit grating. Its performances are compared with classical PML with constant stretching coefficient
In this work, we illustrate the benefits and problems of mathematical modelling and effective numeri...
Abstract—In this paper, we introduce a high order finite element (FEM) implementation using perfectl...
AbstractAn adaptive finite element method is developed for solving Maxwell's equations in a nonlinea...
-We report on simulations and measurements of focusing diffractive optical elements, fabricated as t...
The semiconductor industry uses lithography machines for manufacturing complex integrated circuits (...
By means of a modal method we have calculated the angular dependence of the reflectivity and the eff...
We present an improved perfectly matched layer (PML) for the analysis of plasmonic structures, based...
Periodic structures, called diffraction gratings, play an important role in optical lithography. The...
$^{1}$R. W. Wood, Proc. Phys. Soc. (London) XVIII, 396 (1902); Phil. Mag. (Sept. 1902). $^{2}$Lord R...
Abstract: We propose a series of successive one-dimensional coordinate transformations to ...
International audienceThe paper describes and explains the most surprising Wood's anomaly: the total...
International audienceA model with two roughness levels for the diffraction of a plane wave by a met...
We discuss numerical algorithms for the determination of periodic surface structures from light diff...
Chapter 1 outlines the development of both ruling and holographic techniques for the production of d...
The perfectly matched layer (PML) has recently been introduced by Berenger as a material absorbing b...
In this work, we illustrate the benefits and problems of mathematical modelling and effective numeri...
Abstract—In this paper, we introduce a high order finite element (FEM) implementation using perfectl...
AbstractAn adaptive finite element method is developed for solving Maxwell's equations in a nonlinea...
-We report on simulations and measurements of focusing diffractive optical elements, fabricated as t...
The semiconductor industry uses lithography machines for manufacturing complex integrated circuits (...
By means of a modal method we have calculated the angular dependence of the reflectivity and the eff...
We present an improved perfectly matched layer (PML) for the analysis of plasmonic structures, based...
Periodic structures, called diffraction gratings, play an important role in optical lithography. The...
$^{1}$R. W. Wood, Proc. Phys. Soc. (London) XVIII, 396 (1902); Phil. Mag. (Sept. 1902). $^{2}$Lord R...
Abstract: We propose a series of successive one-dimensional coordinate transformations to ...
International audienceThe paper describes and explains the most surprising Wood's anomaly: the total...
International audienceA model with two roughness levels for the diffraction of a plane wave by a met...
We discuss numerical algorithms for the determination of periodic surface structures from light diff...
Chapter 1 outlines the development of both ruling and holographic techniques for the production of d...
The perfectly matched layer (PML) has recently been introduced by Berenger as a material absorbing b...
In this work, we illustrate the benefits and problems of mathematical modelling and effective numeri...
Abstract—In this paper, we introduce a high order finite element (FEM) implementation using perfectl...
AbstractAn adaptive finite element method is developed for solving Maxwell's equations in a nonlinea...