The generalized Fresnel integral serves as a canonical function for the uniform ray field representation of several high‐frequency diffraction mechanisms. In this article, an example of application of this canonical function is examined, which is concerned with the diffraction at a plane angular sector with soft boundary conditions on its faces. Closed‐form expressions for computing this canonical function are presented, and it is shown that the approximate formulation adopted herein is accurate and very fast to calculate. © 1995 John Wiley & Sons, Inc. Copyright © 1995 Wiley Periodicals, Inc., A Wiley Compan
This paper deals with the mathematical study of the surface Fresnel integral (SFI) which enables a r...
International audienceDiffraction phenomena studied in electromagnetism, acoustics, and elastodynami...
In contrast with the conventional technique of deriving the Fresnel diffraction formula using Green\...
The generalized Fresnel Integral appears as a canonical function in the uniform ray field represent...
A high-frequency analysis of the scattered field at a plane angular sector is presented, for the sca...
This article introduces two approximations that allow the evaluation of Fresnel integrals without th...
A uniform high-frequency description is presented for vertex (tip) diffraction at the tip of a pyram...
We present an efficient algorithm for the numerical calculation of the canonical transition functio...
The diffraction of a high-frequency scalar wave by a plane screen can be treated by Keller's geometr...
A general reformulation of classical sharp-edge diffraction theory is proposed within paraxial appro...
The need for a corner diffraction coefficient in a UTD scheme arises when the leading edge diffracte...
A simple and intuitive formalism is presented to describe diffraction in multi-layered periodic stru...
In this paper an analytic closed-form solution is presented for the double diffraction at a pair of ...
This paper deals with the mathematical study of the surface Fresnel integral (SFI) which enables a r...
International audienceDiffraction phenomena studied in electromagnetism, acoustics, and elastodynami...
In contrast with the conventional technique of deriving the Fresnel diffraction formula using Green\...
The generalized Fresnel Integral appears as a canonical function in the uniform ray field represent...
A high-frequency analysis of the scattered field at a plane angular sector is presented, for the sca...
This article introduces two approximations that allow the evaluation of Fresnel integrals without th...
A uniform high-frequency description is presented for vertex (tip) diffraction at the tip of a pyram...
We present an efficient algorithm for the numerical calculation of the canonical transition functio...
The diffraction of a high-frequency scalar wave by a plane screen can be treated by Keller's geometr...
A general reformulation of classical sharp-edge diffraction theory is proposed within paraxial appro...
The need for a corner diffraction coefficient in a UTD scheme arises when the leading edge diffracte...
A simple and intuitive formalism is presented to describe diffraction in multi-layered periodic stru...
In this paper an analytic closed-form solution is presented for the double diffraction at a pair of ...
This paper deals with the mathematical study of the surface Fresnel integral (SFI) which enables a r...
International audienceDiffraction phenomena studied in electromagnetism, acoustics, and elastodynami...
In contrast with the conventional technique of deriving the Fresnel diffraction formula using Green\...