The author studied how effective material parameters call be defined for Maxwell's equations when taking dispersion into account. The reasoning is based oil the concept of dispersion relations, and is consequently primarily concerned with lossless media. The author essentially required that the effective material parameters should produce the same dispersion relations as the heterogeneous problem, which implies that the effective material is primarily connected to the phase velocity of the waves. Material parameters that exhibit only temporal dispersion call be defined if the propagation direction is fixed. (c) 2006 Wiley Periodicals, Inc
Starting from the causality of the permittivity and permeability of a medium, we investigate the cau...
International audienceWave propagation through an isotropic host medium containing a large number of...
In this article, the optical properties of macroscopic materials are described, basing only on class...
Effective properties of infinite periodic structures are governed by the dispersion law of the Bloch...
This thesis deals with physical limitations on scattering and absorption of acoustic and electromagn...
This paper compares the dispersion in metamaterials (MMs) and some Thorlabs’ conventional glas...
This paper compares the dispersion in metamaterials (MMs) and some Thorlabs’ conventional glas...
Abstract: We find effective (homogenized) parameters for Maxwell’s equations when the microscopic sc...
material parameters for Maxwell's equations using a singular value decompositio
We find effective (homogenized) parameters for Maxwell's equations when the microscopic scale become...
The geometric representation at a fixed frequency of the wave vector (or dispersion) surface ω(k) fo...
Metamaterials are a class of composite materials acting as effectively continuous media, which are c...
This dissertation deals with physical bounds on scattering and absorption of acoustic and electromag...
We find effective, or homogenized, material parameters for Maxwell’s equations when the microscopic s...
In this talk, we investigate mathematical models for electromagnetic wave propagation in dispersive ...
Starting from the causality of the permittivity and permeability of a medium, we investigate the cau...
International audienceWave propagation through an isotropic host medium containing a large number of...
In this article, the optical properties of macroscopic materials are described, basing only on class...
Effective properties of infinite periodic structures are governed by the dispersion law of the Bloch...
This thesis deals with physical limitations on scattering and absorption of acoustic and electromagn...
This paper compares the dispersion in metamaterials (MMs) and some Thorlabs’ conventional glas...
This paper compares the dispersion in metamaterials (MMs) and some Thorlabs’ conventional glas...
Abstract: We find effective (homogenized) parameters for Maxwell’s equations when the microscopic sc...
material parameters for Maxwell's equations using a singular value decompositio
We find effective (homogenized) parameters for Maxwell's equations when the microscopic scale become...
The geometric representation at a fixed frequency of the wave vector (or dispersion) surface ω(k) fo...
Metamaterials are a class of composite materials acting as effectively continuous media, which are c...
This dissertation deals with physical bounds on scattering and absorption of acoustic and electromag...
We find effective, or homogenized, material parameters for Maxwell’s equations when the microscopic s...
In this talk, we investigate mathematical models for electromagnetic wave propagation in dispersive ...
Starting from the causality of the permittivity and permeability of a medium, we investigate the cau...
International audienceWave propagation through an isotropic host medium containing a large number of...
In this article, the optical properties of macroscopic materials are described, basing only on class...