This work presents research results on a novel analytical model of electromagnetic systems coupling through small size holes. The key problem regarding interactions of two cavities through an aperture in separating screen of finite thickness without making assumption on smallness of any parameters is considered. We are the first to calculate on the base of rigorous electromagnetic approach the coupling coefficients of the cylindrical cavities within the limit of small aperture and infinitely thin separating screen. The numeric results of electromagnetic characteristic dependencies that have been impossible to perform on the base of previous models are given
Because the traditional transmission line method treats electromagnetic waves as excitation sources ...
Electromagnetic wave transmission through an aperture in a thick conducting screen is investigated. ...
We propose a numerical methodto solve the problem of coupling through finite, but otherwise arbitrar...
The problem of a wire penetrating a circular aperture in an infinite screen and coupling energy into...
Apertures in shielding enclosures are an important issue for determining shielding efficiencies. Var...
A numerical procedure is derived for the analysis of electronagnetic field penetration through apert...
Electromagnetic (EM) coupling through apertures of arbitrary shape in a perfectly conducting infinit...
In this paper a mathematical method on the base of a rigorous electrodynamic approach for descriptio...
In this paper a mathematical method on the base of a rigorous electrodynamic approach for descriptio...
The potential problem of two nearby holes in an infinitely thin perfectly conducting screen immersed...
Electromagnetic coupling effects on the antenna in a conducting cavity are studied theoretically and...
Electromagnetic coupling effects on the antenna in a conducting cavity are studied theoretically and...
Because the traditional transmission line method treats electromagnetic waves as excitation sources ...
Electromagnetic coupling effects on the antenna in a conducting cavity are studied theoretically and...
In this paper, the scattering of several cavities is studied by using the Connection Scheme[1] for c...
Because the traditional transmission line method treats electromagnetic waves as excitation sources ...
Electromagnetic wave transmission through an aperture in a thick conducting screen is investigated. ...
We propose a numerical methodto solve the problem of coupling through finite, but otherwise arbitrar...
The problem of a wire penetrating a circular aperture in an infinite screen and coupling energy into...
Apertures in shielding enclosures are an important issue for determining shielding efficiencies. Var...
A numerical procedure is derived for the analysis of electronagnetic field penetration through apert...
Electromagnetic (EM) coupling through apertures of arbitrary shape in a perfectly conducting infinit...
In this paper a mathematical method on the base of a rigorous electrodynamic approach for descriptio...
In this paper a mathematical method on the base of a rigorous electrodynamic approach for descriptio...
The potential problem of two nearby holes in an infinitely thin perfectly conducting screen immersed...
Electromagnetic coupling effects on the antenna in a conducting cavity are studied theoretically and...
Electromagnetic coupling effects on the antenna in a conducting cavity are studied theoretically and...
Because the traditional transmission line method treats electromagnetic waves as excitation sources ...
Electromagnetic coupling effects on the antenna in a conducting cavity are studied theoretically and...
In this paper, the scattering of several cavities is studied by using the Connection Scheme[1] for c...
Because the traditional transmission line method treats electromagnetic waves as excitation sources ...
Electromagnetic wave transmission through an aperture in a thick conducting screen is investigated. ...
We propose a numerical methodto solve the problem of coupling through finite, but otherwise arbitrar...