EDP Sciences Journals List
Issue J. Phys. IV France
Volume 02, Number C1, Avril 1992
Deuxième Congrès Français d'Acoustique / Second French Conference on Acoustics
Page(s) C1-553 - C1-556
DOI http://dx.doi.org/10.1051/jp4:19921119

Deuxième Congrès Français d'Acoustique / Second French Conference on Acoustics

J. Phys. IV France 02 (1992) C1-553-C1-556

DOI: 10.1051/jp4:19921119

APPLICATION DE LA MÉTHODE DE SOMMATION DE FAISCEAUX GAUSSIENS AU CALCUL DU CHAMP SONORE DIFFRACTÉ PAR UN ÉCRAN EN ATMOSPHÈRE INHOMOGÈNE

Y. GABILLET1, H. SCHROEDER1, G. DAIGLE2 and A. L'ESPERANCE2

1  C.S.T.B., 24 rue Joseph Fourier, F-38400 Saint Martin d'Hères, France
2  NRC, Institute for Microstructural Sciences, Ottawa K1A OR6, Canada


Abstract
The method of summation of Gaussian beams is an effective method for the computation of scalar wave fields (and vector fields) in high frequency approximation [1,2,3]. This method is free of certain ray-tracing artifacts (infinitely high energy at caustics, perfect shadows) with the same computing cost. But, this method is not convenient for problems where there are rays tangent to the boundaries or where the boundaries have angular points. However, associated with the concept of the Geometrical Theory of Diffraction, it is possible to build a solution for the fields diffracted by an angular point. At this point, the incident field induces a cylindrical wave which can be decomposed in a set of gaussian beams. This method has been applied to the case of diffraction of the screen on the ground in the presence of downward refraction. The theory is compared with controlled measurements made indoors above a curved surface with a screen.



© EDP Sciences 1992