Paper Titles
The Time-Dependent Hartree-Fock Formalism of the Double Excited States of the Helium Atom
p.3
Direct Determination of the Photoelectron Momentum Distribution from the Wave Function
p.11
Direct Determination of the Fully Differential Cross Section by the Time-Dependent Wave Function
p.19
First-Principles Study of Structural, Electronic and Optical Properties of Trans-4-(Trifluoromethyl) Cinnamic Acid
p.27
Modeling of Sound Propagation in Liquid Medium Depending on the Size of Air Bubbles
p.39
Predicting Engineering Stress-Strain Curve of AZ91/Graphene Composites with Linear Regression Machine Learning
p.49
Optimization of Honeycomb Structures for Sandwich Panels by Response Surface Methodology (RSM)
p.55
Evaluation of Different Die Angles in the ECAP Process of AA6061 Using Simulation Models
p.61
Testing Micro- and Nanoparticles in a Dynamic Environment
p.69

Modeling of Sound Propagation in Liquid Medium Depending on the Size of Air Bubbles

Article Preview

Abstract:

This paper deals with the problem of visualization of the widely known and of considerable practical value problem of sound wave propagation in a liquid medium containing gas bubbles. The study was carried out using modern methods of computer simulation in the COMSOL Multiphysics software environment, which provides extensive opportunities for numerical analysis of complex physical processes. In the course of the study, a set of calculations was performed, which made it possible to obtain a series of illustrative images reflecting the distribution of acoustic and sound pressure both in the volume of the water medium and on the boundary surfaces at different sound frequencies. The constructed model demonstrated its efficiency, allowing to identify areas with increased and decreased acoustic pressure formed on the surface of air bubbles under the influence of sound waves. Visualization of these processes opens up opportunities for analysis and optimization of acoustic systems operating in the presence of gas inclusions in the liquid.

You might also be interested in these eBooks
Computational Research and Modeling in Materials Science and Materials Application View Preview

Info:

Periodical:

Key Engineering Materials (Volume 1029)

Pages:

39-46

DOI:

https://doi.org/10.4028/p-L4IsSX

Citation:

Cite this paper

Online since:

November 2025

Authors:

Bair B. Damdinov*, Aleksei I. Lyamkin, Vladimir A. Prigozhikh

Keywords:

Acoustic Pressure, Gas Inclusions, Liquid Media, Mathematical Modeling, Numerical Methods, Sound Propagation

Export:

RIS, BibTeX

Price:

Permissions CCC:

Request Permissions

Permissions PLS:

Request Permissions

Сopyright:

© 2025 Trans Tech Publications Ltd. All Rights Reserved

Share:

Citation:

* - Corresponding Author

References

[1] Kosteev, D. A., Bogatov, N. A., Ermoshkin, A. V., Kapustin, I. A., Molkov, A. A., Razumov, D. D., & Salin, M. B. Application of low-frequency acoustic signals for the study of underwater gas flares // Acoustical Physics. 2024. V.70 (4). P.551–565.

DOI: 10.31857/s0320791924040091

Google Scholar

[2] Weidner E., Weber T. C., Mayer L., Jakobssn M., Chernykh D., Semiletov I. A wideband acoustic method for direct assessment of bubble-mediated methane flux // Continental Shelf Research. 2019. V.173. P.104.

DOI: 10.1016/j.csr.2018.12.005

Google Scholar

[3] Greinert J., Nutzel B. Hydroacoustic experiments to establish a method for the determination of ethane bubble fluxes at cold seeps // Geo-Marine Letters. 2004. V.24 (2). P.75−84.

DOI: 10.1007/s00367-003-0165-7

Google Scholar

[4] V.E. Nakoryakov, B.G. Pokusaev, I.R. Shreiber, Wave dynamics of gas and vapor-liquid media. M.: Energoatomizdat, 1990. 248 p.

Google Scholar

[5] Liu Y., Wang B., & Wen S. Numerical simulation of acoustic properties of bubbly liquid considering viscosity effects // Physics of Fluids. 2017. V.29. P.102101.

Google Scholar

[6] Gubaidullin D.A., Fedorov Y. V. Sound waves in a liquid with polydisperse vapor-gas bubbles // Acoustical Physics. 2016. V.62 (2). P.178-186.

DOI: 10.1134/s1063771016020068

Google Scholar

[7] Kazakov, L. I. On a sound-absorbing coating in the form of a viscous liquid layer with bubbles. // Acoustical Physics. 2024. V.70 (1). P. 40–48.

DOI: 10.1134/s1063771024601407

Google Scholar

[8] Gimaltdinova, I. K., Stolpovsky, M. V., & Kochanova, E. Yu. Acoustic diagnostics of underwater emissions propagating as a multiphase jet. // Acoustical Physics. 2024. V.70 (2). P.174–179.

DOI: 10.31857/s0320791924020047

Google Scholar

[9] Leighton T.G. The acoustic bubble. San-Diego: Academic, 1994. 613 p.

Google Scholar

[10] Alekseev V.N., Rybak S.A. Propagation of stationary sound waves in bubble media. // Acoustical Physics. 1995. V.41 (5). P.690-698.

Google Scholar

[11] Sychyov A.I. The effect of initial pressure in polydisperse bubbly media on detonation wave characteristics // Journal of Technical Physics. 2017. Vol. 87 (4). P. 504-507.

Google Scholar

[12] Gimaltdinov, I. K., & Kochanova, E. Y. Conditions for pressure wave focusing in a bubble wedge. // Acoustical Physics. 2020. V.66 (4). P. 351–356.

DOI: 10.1134/s1063771020040028

Google Scholar

[13] Minakov A.V., Pryazhnikov M.I., Damdinov B.B., Nemtsev I.V. Study of bulk viscosity of nanosuspensions using acoustic spectroscopy. // Acoustical Physics. 2022. V.68 (2). P.182-189.

DOI: 10.1134/s1063771022020051

Google Scholar

[14] Karabutov A.A., Rudenko O.V., Sapozhnikov O.A. Theory of thermal self-focusing taking into account the formation of shock waves and acoustic flows. // Acoustical Physics. 1988. V.34 (4). P.644-650.

Google Scholar

[15] Zhang, H., et al. Experimental study of the acoustic properties of bubbly liquid at various bubble concentrations. // JASA. 2016. V.140. P.2734-2743.

Google Scholar