An extension of the Uniform Geometrical Theory of Diffraction (UTD) has been recently proposed to analyze Complex-Source Beam (CSB) diffraction by a perfectly electrically conducting (PEC) wedge. In the context of high-frequency techniques, the proposed simple and compact solution has been written in terms of incident, reflected and diffracted contributions, so that it can be directly applied to calculate the scattering from more complex geometries with edges. The purpose of this paper is to show the accuracy of the above approach through comparisons with a rigorous solution obtained by a multipole expansion of the scattered field. A physical insight into the involved phenomena is also gained
Il tema affrontato in questa tesi riguarda lo studio dello scattering da un diedro di materiale PEC ...
An overview of the work performed to extend the Uniform Geometrical Theory of Diffraction (UTD) to t...
—This manuscript refers to the electromagnetic scattering problem involving plane waves at skew inci...
A Uniform Geometrical Theory of Diffraction (UTD) solution for inhomogeneous plane wave diffraction ...
The canonical problem of evaluating the scattered field at a finite distance from the edge of an imp...
A three-dimensional heuristic diffraction coefficient, useful to predict the electromagnetic field s...
An expression for the field scattered by a perfectly conducting wedge with a deformed apex is formul...
A uniform geometrical theory of diffraction (UTD) solution to the canonical problem of diffraction b...
Most solutions for electromagnetic wave diffraction by obstacles and apertures assume plane wave inc...
An elementary dipole in presence of a perfectly conducting wedge radiates a field whose analytic exp...
The plane wave diffraction by a two-dimensional composite wedge is considered and solutions in the h...
In this work the scattering of plane waves from a finite sized perfectly conducting wedge as a funct...
The accurate prediction of the far field radiated or scattered by large structures, such as large re...
A MATLAB-based virtual diffraction tool, using analytical exact as well as well-known high-frequency...
A uniform geometrical theory of diffraction (UTD), ray solution for a perfectly conducting curved we...
Il tema affrontato in questa tesi riguarda lo studio dello scattering da un diedro di materiale PEC ...
An overview of the work performed to extend the Uniform Geometrical Theory of Diffraction (UTD) to t...
—This manuscript refers to the electromagnetic scattering problem involving plane waves at skew inci...
A Uniform Geometrical Theory of Diffraction (UTD) solution for inhomogeneous plane wave diffraction ...
The canonical problem of evaluating the scattered field at a finite distance from the edge of an imp...
A three-dimensional heuristic diffraction coefficient, useful to predict the electromagnetic field s...
An expression for the field scattered by a perfectly conducting wedge with a deformed apex is formul...
A uniform geometrical theory of diffraction (UTD) solution to the canonical problem of diffraction b...
Most solutions for electromagnetic wave diffraction by obstacles and apertures assume plane wave inc...
An elementary dipole in presence of a perfectly conducting wedge radiates a field whose analytic exp...
The plane wave diffraction by a two-dimensional composite wedge is considered and solutions in the h...
In this work the scattering of plane waves from a finite sized perfectly conducting wedge as a funct...
The accurate prediction of the far field radiated or scattered by large structures, such as large re...
A MATLAB-based virtual diffraction tool, using analytical exact as well as well-known high-frequency...
A uniform geometrical theory of diffraction (UTD), ray solution for a perfectly conducting curved we...
Il tema affrontato in questa tesi riguarda lo studio dello scattering da un diedro di materiale PEC ...
An overview of the work performed to extend the Uniform Geometrical Theory of Diffraction (UTD) to t...
—This manuscript refers to the electromagnetic scattering problem involving plane waves at skew inci...