2D Modeling of Wave Propagation in Shallow Water by the Method of Characteristics

In this paper, a 2D numerical modeling of sound wave propagation in a shallow water medium that acts as a waveguide, are presented. This modeling is based on the method of characteristic which is not constrained by the Courant–Friedrichs–Lewy (CFL) condition. Using this method, the Euler time-depend...

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Main Author: Mohammad Reza Khalilabadi
Format: Article
Language:English
Published: Institute of Fundamental Technological Research Polish Academy of Sciences 2022-09-01
Series:Archives of Acoustics
Subjects:
Online Access:https://journals.pan.pl/Content/124250/PDF/aoa.2022.142014.pdf
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author Mohammad Reza Khalilabadi
author_facet Mohammad Reza Khalilabadi
author_sort Mohammad Reza Khalilabadi
collection DOAJ
description In this paper, a 2D numerical modeling of sound wave propagation in a shallow water medium that acts as a waveguide, are presented. This modeling is based on the method of characteristic which is not constrained by the Courant–Friedrichs–Lewy (CFL) condition. Using this method, the Euler time-dependent equations have been solved under adiabatic conditions inside of a shallow water waveguide which is consists of one homogeneous environment of water over a rigid bed. In this work, the stability and precision of the method of characteristics (MOC) technique for sound wave propagation in a waveguide were illustrated when it was applied with the semi-Lagrange method. The results show a significant advantage of the method of characteristics over the finite difference time domain (FDTD) method.
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spelling doaj-art-c81ef2a9cfb7446e9f1d75f3dfd7629f2025-08-20T03:20:16ZengInstitute of Fundamental Technological Research Polish Academy of SciencesArchives of Acoustics0137-50752300-262X2022-09-01vol. 47No 3407412https://doi.org/10.24425/aoa.2022.1420142D Modeling of Wave Propagation in Shallow Water by the Method of CharacteristicsMohammad Reza Khalilabadi0Faculty of Naval Aviation, Malek Ashtar University of Technology, IranIn this paper, a 2D numerical modeling of sound wave propagation in a shallow water medium that acts as a waveguide, are presented. This modeling is based on the method of characteristic which is not constrained by the Courant–Friedrichs–Lewy (CFL) condition. Using this method, the Euler time-dependent equations have been solved under adiabatic conditions inside of a shallow water waveguide which is consists of one homogeneous environment of water over a rigid bed. In this work, the stability and precision of the method of characteristics (MOC) technique for sound wave propagation in a waveguide were illustrated when it was applied with the semi-Lagrange method. The results show a significant advantage of the method of characteristics over the finite difference time domain (FDTD) method.https://journals.pan.pl/Content/124250/PDF/aoa.2022.142014.pdfwave propagationshallow watermoc methodwaveguidetransmission loss
spellingShingle Mohammad Reza Khalilabadi
2D Modeling of Wave Propagation in Shallow Water by the Method of Characteristics
Archives of Acoustics
wave propagation
shallow water
moc method
waveguide
transmission loss
title 2D Modeling of Wave Propagation in Shallow Water by the Method of Characteristics
title_full 2D Modeling of Wave Propagation in Shallow Water by the Method of Characteristics
title_fullStr 2D Modeling of Wave Propagation in Shallow Water by the Method of Characteristics
title_full_unstemmed 2D Modeling of Wave Propagation in Shallow Water by the Method of Characteristics
title_short 2D Modeling of Wave Propagation in Shallow Water by the Method of Characteristics
title_sort 2d modeling of wave propagation in shallow water by the method of characteristics
topic wave propagation
shallow water
moc method
waveguide
transmission loss
url https://journals.pan.pl/Content/124250/PDF/aoa.2022.142014.pdf
work_keys_str_mv AT mohammadrezakhalilabadi 2dmodelingofwavepropagationinshallowwaterbythemethodofcharacteristics