Numerical simulation of wave propagation in ice-covered ocean environments based on the equivalent-source method

Accurate modeling of sound propagation in ice-covered ocean environments can help with interpreting discrepancies between predictions and experimental observations in the changing Arctic Ocean; this is advantageous for environmental conservation, resource exploration, and naval applications. Buildin...

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Published in:Physics of Fluids
Other Authors: National Natural Science Foundation of China
Format: Article in Journal/Newspaper
Language:English
Published: AIP Publishing 2023
Subjects:
Online Access:http://dx.doi.org/10.1063/5.0144919
https://pubs.aip.org/aip/pof/article-pdf/doi/10.1063/5.0144919/17105942/047126_1_5.0144919.pdf
id craippubl:10.1063/5.0144919
record_format openpolar
spelling craippubl:10.1063/5.0144919 2024-09-15T17:54:01+00:00 Numerical simulation of wave propagation in ice-covered ocean environments based on the equivalent-source method National Natural Science Foundation of China 2023 http://dx.doi.org/10.1063/5.0144919 https://pubs.aip.org/aip/pof/article-pdf/doi/10.1063/5.0144919/17105942/047126_1_5.0144919.pdf en eng AIP Publishing Physics of Fluids volume 35, issue 4 ISSN 1070-6631 1089-7666 journal-article 2023 craippubl https://doi.org/10.1063/5.0144919 2024-08-29T04:03:25Z Accurate modeling of sound propagation in ice-covered ocean environments can help with interpreting discrepancies between predictions and experimental observations in the changing Arctic Ocean; this is advantageous for environmental conservation, resource exploration, and naval applications. Building on the recent development of the equivalent-source (ES) method (ESM), herein, an ESM-based sub-ice model (ESM-SUBICE) is presented for wave propagation in an ice-covered ocean acoustic environment. The presented model solves exact governing equations for acoustic–elastic propagation in an ice-covered waveguide by expressing the wave solution in terms of a field superposition produced by several sets of ESs. Their unknown amplitudes are solved by strictly enforcing additional ice-layer boundary conditions. ESM-SUBICE achieves high efficiency using a water–seabed Green's function to automatically satisfy the boundary conditions at this interface. By further dividing the ocean environment into layers, ESM-SUBICE is extended for more general situations including stratified sound-speed structures and seabed range dependencies. ESM-SUBICE is benchmarked against a finite-element model, and it is found to produce high-quality solutions with high efficiency. Transmission-loss predictions for elastic, fluid, and free-surface ice representations in different ocean environments are compared to examine the effect of ice elasticity on propagation and scattering. The results suggest that the fluid representation is adequate for deep-water environments where the seabed is soft and the surface duct effect is insignificant; otherwise, for accurate predictions, the ice elasticity should be considered. Article in Journal/Newspaper Arctic Ocean AIP Publishing Physics of Fluids 35 4
institution Open Polar
collection AIP Publishing
op_collection_id craippubl
language English
description Accurate modeling of sound propagation in ice-covered ocean environments can help with interpreting discrepancies between predictions and experimental observations in the changing Arctic Ocean; this is advantageous for environmental conservation, resource exploration, and naval applications. Building on the recent development of the equivalent-source (ES) method (ESM), herein, an ESM-based sub-ice model (ESM-SUBICE) is presented for wave propagation in an ice-covered ocean acoustic environment. The presented model solves exact governing equations for acoustic–elastic propagation in an ice-covered waveguide by expressing the wave solution in terms of a field superposition produced by several sets of ESs. Their unknown amplitudes are solved by strictly enforcing additional ice-layer boundary conditions. ESM-SUBICE achieves high efficiency using a water–seabed Green's function to automatically satisfy the boundary conditions at this interface. By further dividing the ocean environment into layers, ESM-SUBICE is extended for more general situations including stratified sound-speed structures and seabed range dependencies. ESM-SUBICE is benchmarked against a finite-element model, and it is found to produce high-quality solutions with high efficiency. Transmission-loss predictions for elastic, fluid, and free-surface ice representations in different ocean environments are compared to examine the effect of ice elasticity on propagation and scattering. The results suggest that the fluid representation is adequate for deep-water environments where the seabed is soft and the surface duct effect is insignificant; otherwise, for accurate predictions, the ice elasticity should be considered.
author2 National Natural Science Foundation of China
format Article in Journal/Newspaper
title Numerical simulation of wave propagation in ice-covered ocean environments based on the equivalent-source method
spellingShingle Numerical simulation of wave propagation in ice-covered ocean environments based on the equivalent-source method
title_short Numerical simulation of wave propagation in ice-covered ocean environments based on the equivalent-source method
title_full Numerical simulation of wave propagation in ice-covered ocean environments based on the equivalent-source method
title_fullStr Numerical simulation of wave propagation in ice-covered ocean environments based on the equivalent-source method
title_full_unstemmed Numerical simulation of wave propagation in ice-covered ocean environments based on the equivalent-source method
title_sort numerical simulation of wave propagation in ice-covered ocean environments based on the equivalent-source method
publisher AIP Publishing
publishDate 2023
url http://dx.doi.org/10.1063/5.0144919
https://pubs.aip.org/aip/pof/article-pdf/doi/10.1063/5.0144919/17105942/047126_1_5.0144919.pdf
genre Arctic Ocean
genre_facet Arctic Ocean
op_source Physics of Fluids
volume 35, issue 4
ISSN 1070-6631 1089-7666
op_doi https://doi.org/10.1063/5.0144919
container_title Physics of Fluids
container_volume 35
container_issue 4
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