Accession Number : AD0696528
Title : SCATTERING BY SPHERICALLY SYMMETRIC INHOMOGENEITIES.
Descriptive Note : Interim rept.,
Corporate Author : NAVAL RESEARCH LAB WASHINGTON D C
Personal Author(s) : Frisk,George V.
Report Date : 07 OCT 1969
Pagination or Media Count : 59
Abstract : The Jost function formulation of quantum scattering theory is applied to classical problems involving the scattering of a scalar plane wave by a medium in which the velocity is a function only of the spherical radial coordinate. This technique is used to solve the radial differential equation for scattering from a constant spherical inhomogeneity and from two constant concentric spherical inhomogeneous layers and is compared with the standard method of partial waves for these two cases. The radial equation can be converted into an integral equation incorporating the Jost boundary conditions. The l=0 partial wave integral equation for a constant inhomogeneity is solved using an iteration procedure (the first two iterations are considered). (Author)
Descriptors : (*WAVE PROPAGATION, SCATTERING), PROPAGATION, SPHERES, ITERATIONS, SOUND, BOUNDARY VALUE PROBLEMS, THESES
Subject Categories : Acoustics
Distribution Statement : APPROVED FOR PUBLIC RELEASE