On the surface of the strip, an integral boundary condition is used. The impedance of the strip is investigated. The theoretical and numerical analyses show that there is a relation between the complex-valued fractional order of the integral boundary condition and properties of the material such as the impedance.
Abstract: In this article, a new solution method is proposed for plane wave diffraction by a strip. On the surface of the strip, an integral boundary ...
In this article, a new solution method is proposed for plane wave diffraction by a strip. On the surface of the strip, an integral boundary condition is ...
Abstract. A two-dimensional problem of electromagnetic wave diffraction by a plane strip with different boundary conditions on its sides is in the focus.
Abstract—The classical problem for diffraction of a plane wave with an arbitrarily oriented wave vector at a strip is considered.
Volakis analyzed the H-polarized plane wave diffraction by a thin material strip using the dual integral equation approach and the extended spectral ray method ...
Abstract—New fractional boundary conditions (FBC) on plane boundaries are introduced. FBC act as intermediate case between perfect electric conductor and ...
A uniform asymptotic high-frequency solution is developed for the diffraction of plane waves ? by an acoustically transmissive strip located between two ...
Abstract: The plane wave diffraction by a thin material strip is analyzed using the Wiener-Hopf technique together with approximate boundary conditions.
The solution of the plane wave diffraction problem by two strips with different fractional boundary conditions ... integral equation (IE) given in (4), the ...