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Acoustic impulse responses for nonuniform media
Journal article   Peer reviewed

Acoustic impulse responses for nonuniform media

Jet Wimp, Chris Rorres and Richard F. Wayland
Journal of computational and applied mathematics, v 42(1), pp 89-107
1992

Abstract

acoustic impedance acoustic scattering Bessel functions Fourier transforms Impulse responses nonuniform lossless media reflection coefficients
The acoustic impulse responses of a family of nonuniform lossless one-dimensional media are determined. The nonuniform portions of the media are confined to layers of either finite or infinite thicknesses. The acoustic impedances of the nonuniform layers as functions of travel time are assumed known. The impulse responses are determined by evaluating the Fourier transforms of their reflection coefficients using infinite series expansions and contour integrations.

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Web of Science research areas
Mathematics, Applied
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