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ACOUSTIC WAVE PROPAGATION IN STROGLY HETEROGENEOUS MEDIA: A LATTICE BOLTZMANN APPROACH

S. A. Abolghasemifar, M. S. Monfared, H. Aghajani

First published: 2009DOI pendingView metrics

Abstract

Here we show how a lattice Boltzmann based approach accurately model acoustic wave propagation in strongly heterogeneous media. Rather than solving a partial-differential wave equation in a continuous medium, the lattice-Boltzmann based method directly simulates the physical processes of wave propagation: transportation, reflection and transmission. It can accurately handle sharp interfaces at any locations along lattice links, and total reflections from free surfaces or empty bubbles. I used empty and nonempty bubbles as heterogeneity in finely layered media and solved the equation of the wave in these heterogeneous media. The results not only coincide with the reality but also take less time than finite difference method and were more accurate.

Publication details

Title
ACOUSTIC WAVE PROPAGATION IN STROGLY HETEROGENEOUS MEDIA: A LATTICE BOLTZMANN APPROACH
Authors
S. A. Abolghasemifar, M. S. Monfared, H. Aghajani
Proceedings
9th International Multidisciplinary Scientific GeoConference SGEM2009
Publisher
SGEM Scientific GeoConference
Year
2009
Pages
643-648
SWS Citekey
Abolghasemifar2009294
ISSN
1314-2704
ISBN
954-91818-1-2
Language
en
Publication type
Conference Paper
Keywords
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