Title: Ultrasonic wave propagation in human cancellous bone: Application of Biot theory
Authors: Fellah, Zine El Abidine ×
Chapelon, JY
Berger, Sylvain
Lauriks, Walter
Depollier, C #
Issue Date: Jul-2004
Publisher: Acoustical soc amer amer inst physics
Series Title: Journal of the acoustical society of america vol:116 issue:1 pages:61-73
Abstract: Ultrasonic wave propagation in human cancellous bone is considered. Reflection and transmission coefficients are derived for a slab of cancellous bone having an elastic frame using Biot's theory modified by the model of Johnson et al. [J. Fluid Mech. 176, 379-402 (1987)] for viscous exchange between fluid and structure. Numerical simulations of transmitted waves in the time domain are worked out by varying the modified Biot parameters. The variation is applied to the governing parameters and is about 20%. From this study, we can gain an insight into the sensitivity of each physical parameter used in this theory. Some parameters play an important role in slow-wave wave form, such as the viscous characteristic length Lambda and pore fluid bulk modulus K-f. However, other parameters play an important role in the fast-wave wave form, such as solid density rho(s) and shear modulus N. We also note from these simulations that some parameters such as porosity phi, tortuosity alpha(infinity), thickness, solid bulk modulus K-s and skeletal compressibility frame K-b, play an important role simultaneously in both fast and slow wave forms compared to other parameters which act on the wave form of just one of the two waves. The sensitivity of the modified Biot parameters with respect to the transmitted wave depends strongly on the coupling between the solid and fluid phases of the cancellous bone. Experimental results for slow and fast waves transmitted through human cancellous bone samples are given and compared with theoretical predictions. (C) 2004 Acoustical Society of America.
ISSN: 0001-4966
Publication status: published
KU Leuven publication type: IT
Appears in Collections:Soft Matter and Biophysics
× corresponding author
# (joint) last author

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