Accession Number : ADA294276
Title : Penetrable Wedge Analysis.
Descriptive Note : Contract rept.,
Corporate Author : ALABAMA UNIV UNIVERSITY DEPT OF MATHEMATICS
Personal Author(s) : Scharstein, Robert W. ; Davis, Anthony M.
PDF Url : ADA294276
Report Date : 01 JUL 1994
Pagination or Media Count : 40
Abstract : Two complementary analyses of the time-harmonic scattering by a penetrable wedge are presented. The distance from the apex (appropriately scaled by the wavenumber in the exterior region) of the exciting line source is the single length scale in this infinite-domain boundary value problem. The work summarized herein represents two mathematical approaches (among a series of candidates) to solve this important scattering problem and to visualize the wave physics. (AN)
Descriptors : *ACOUSTIC SCATTERING, *REVERBERATION, MATHEMATICAL MODELS, COMPUTATIONS, PARAMETERS, TWO DIMENSIONAL, HARMONICS, NUMERICAL ANALYSIS, SURFACE ROUGHNESS, TIME SERIES ANALYSIS, MATHEMATICAL PROGRAMMING, KERNEL FUNCTIONS, FORTRAN, PENETRATION, APPROXIMATION(MATHEMATICS), SOUND TRANSMISSION, SOUND WAVES, METHOD OF MOMENTS, GREENS FUNCTIONS, INTEGRAL EQUATIONS, WEDGES, ACOUSTIC VELOCITY, SOUND PRESSURE, ACOUSTIC FIELDS.
Subject Categories : Acoustics
Distribution Statement : APPROVED FOR PUBLIC RELEASE