Abstract—An analytical theory of electromagnetic waves in artificial media formed by a rectangular lattice of thin ideally conducting cylinders using the local field approach is developed. As a result, the transcendental dispersion equation is obtained in closed form and solved numerically. Typical dispersion curves are calculated. Using these results, the reflection problem from an interface between a half space of wire medium and free space is solved for plane-wave excitation. In the low-frequency approximation a simple analytical formula for th
It is found that there exist composite media that exhibit strong spatial dispersion even in the very...
Dispersion properties are studied for leaky modes propagating along a grounded wire-medium slab. The...
We show that the non-local susceptibility (chi) over bar (r, r') for a non-translationally invariant...
2D electromagnetic crystals formed by rectangular lattices of thin ideally conducting cylinders load...
In recent years, artificial materials (metamaterials) have been used to design materials which have ...
A two-dimensional surface lattice of cylindrical topology obtained via perturbing the inner surface ...
A two-dimensional surface lattice of cylindrical topology obtained via perturbing the inner surface ...
The wire medium is a type of complex artificial material we conceptually envision as many identical ...
The dispersion relations of the surface polariton in a semi-infinite wire medium with spatial disper...
The structure of the electromagnetic field in a spatially dispersive model medium occupying a plane ...
The paper is concerned with a stationary diffraction of a plane monochromatic wave on fine metal lat...
We present our theoretical work in analyzing the electromagnetic properties of classes of complex me...
An analytical description for plane wave propagation in metamaterials (MM) is presented. It follows ...
The authors consider periodic structures made of spheres embedded in a host material with a differen...
AbstractElectromagnetic wave scattering by many parallel to z-axis, thin, perfectly conducting, circ...
It is found that there exist composite media that exhibit strong spatial dispersion even in the very...
Dispersion properties are studied for leaky modes propagating along a grounded wire-medium slab. The...
We show that the non-local susceptibility (chi) over bar (r, r') for a non-translationally invariant...
2D electromagnetic crystals formed by rectangular lattices of thin ideally conducting cylinders load...
In recent years, artificial materials (metamaterials) have been used to design materials which have ...
A two-dimensional surface lattice of cylindrical topology obtained via perturbing the inner surface ...
A two-dimensional surface lattice of cylindrical topology obtained via perturbing the inner surface ...
The wire medium is a type of complex artificial material we conceptually envision as many identical ...
The dispersion relations of the surface polariton in a semi-infinite wire medium with spatial disper...
The structure of the electromagnetic field in a spatially dispersive model medium occupying a plane ...
The paper is concerned with a stationary diffraction of a plane monochromatic wave on fine metal lat...
We present our theoretical work in analyzing the electromagnetic properties of classes of complex me...
An analytical description for plane wave propagation in metamaterials (MM) is presented. It follows ...
The authors consider periodic structures made of spheres embedded in a host material with a differen...
AbstractElectromagnetic wave scattering by many parallel to z-axis, thin, perfectly conducting, circ...
It is found that there exist composite media that exhibit strong spatial dispersion even in the very...
Dispersion properties are studied for leaky modes propagating along a grounded wire-medium slab. The...
We show that the non-local susceptibility (chi) over bar (r, r') for a non-translationally invariant...