Data to accompany the paper 'Acoustic wave propagation in gassy porous marine sediments: the rheological and the elastic effects'
Data to accompany the paper 'Acoustic wave propagation in gassy porous marine sediments: the rheological and the elastic effects'
Data to accompany the paper 'Acoustic wave propagation in gassy porous marine sediments: the rheological and the elastic effects' (by H. Dogan, P.R. White and T.G. Leighton). The abstract for the paper in question is as follows: "The preceding paper in this series [Mantouka et al., J. Acoust. Soc. Am. 140, 274 (2016)] presented a nonlinear model for acoustic propagation in gassy marine sediments, the baseline for which was established by Leighton [Geo. Res. Let., 34, L17607 (2007)]. The current paper aims further advancement on those two studies by demonstrating the particular effects of the sediment rheology, the dispersion and dissipation of the first compressional wave, and the higher order re-scattering from other bubbles. Sediment rheology is included through the sediment porosity and the definition of the contact interfaces of bubbles with the solid grains and the pore water. The intrinsic attenuation and the dispersion of the compressional wave is incorporated using the effective fluid density model [Williams, J. Acoust. Soc. Am. 110, 2276 (2001)] for the far field (fully water-saturated sediment). The multiple scattering from other bubbles is included using the method of Kargl [J. Acoust. Soc. Am. 11, 168 (2002)]. The overall nonlinear formulation is then reduced to the linear limit in order to compare with the linear theory of Anderson and Hampton [J. Acoust. Soc. Am. 67, 1890 (1980)], and the results for the damping coefficients, the sound speed and the attenuation are presented. "
University of Southampton
Dogan, Hakan
a1e136a9-aab8-4942-a977-0ae3440758cc
White, Paul
2dd2477b-5aa9-42e2-9d19-0806d994eaba
Leighton, Timothy
3e5262ce-1d7d-42eb-b013-fcc5c286bbae
Dogan, Hakan
a1e136a9-aab8-4942-a977-0ae3440758cc
White, Paul
2dd2477b-5aa9-42e2-9d19-0806d994eaba
Leighton, Timothy
3e5262ce-1d7d-42eb-b013-fcc5c286bbae
Dogan, Hakan, White, Paul and Leighton, Timothy
(2017)
Data to accompany the paper 'Acoustic wave propagation in gassy porous marine sediments: the rheological and the elastic effects'.
University of Southampton
doi:10.5258/SOTON/402203
[Dataset]
Abstract
Data to accompany the paper 'Acoustic wave propagation in gassy porous marine sediments: the rheological and the elastic effects' (by H. Dogan, P.R. White and T.G. Leighton). The abstract for the paper in question is as follows: "The preceding paper in this series [Mantouka et al., J. Acoust. Soc. Am. 140, 274 (2016)] presented a nonlinear model for acoustic propagation in gassy marine sediments, the baseline for which was established by Leighton [Geo. Res. Let., 34, L17607 (2007)]. The current paper aims further advancement on those two studies by demonstrating the particular effects of the sediment rheology, the dispersion and dissipation of the first compressional wave, and the higher order re-scattering from other bubbles. Sediment rheology is included through the sediment porosity and the definition of the contact interfaces of bubbles with the solid grains and the pore water. The intrinsic attenuation and the dispersion of the compressional wave is incorporated using the effective fluid density model [Williams, J. Acoust. Soc. Am. 110, 2276 (2001)] for the far field (fully water-saturated sediment). The multiple scattering from other bubbles is included using the method of Kargl [J. Acoust. Soc. Am. 11, 168 (2002)]. The overall nonlinear formulation is then reduced to the linear limit in order to compare with the linear theory of Anderson and Hampton [J. Acoust. Soc. Am. 67, 1890 (1980)], and the results for the damping coefficients, the sound speed and the attenuation are presented. "
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Checking_the_low_frequency_limit_of_the_sound_speed_with_the_predictions_of_EDFM.pdf
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More information
Published date: 2017
Organisations:
Acoustics Group, Inst. Sound & Vibration Research, Signal Processing & Control Grp
Identifiers
Local EPrints ID: 407334
URI: http://eprints.soton.ac.uk/id/eprint/407334
PURE UUID: cbc9eceb-27b9-436d-857f-0b9309f900b3
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Date deposited: 01 Apr 2017 01:52
Last modified: 04 Nov 2023 02:34
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Creator:
Hakan Dogan
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