Mathematical Model of the Atmosphere for Attenuated Sound Wave Propagation

The research paper presents a comprehensive mathematical model for simulating the dynamic atmospheric conditions and compute key acoustic parameters these control the propagation of sound. The model employs calculations of atmospheric parameters (humidity, pressure, temperature, wind speed) at the specified altitude, air density, still air speed of sound, effective speed of sound, molecular sound absorption coefficient, turbulent and total attenuation coefficients. The model features simplified ray tracing visualization, which graphically illustrates how sound waves refract (bend) as they travel through a non-uniform atmosphere. This model serves as a foundational component for explaining acoustic phenomena in the lower atmosphere, especially relevant for applications such as acoustic localization, noise prediction, and environmental sound monitoring.

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Publication Details

Published
2025-09-08
DOI
https://doi.org/10.1109/diped66951.2025.11194388
Primary Topic
Underwater Acoustics Research
Type
article
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article

Mathematical Model of the Atmosphere for Attenuated Sound Wave Propagation

Yulian Salo, Mykhaylo Melnyk, Nazariy Dykiy
Underwater Acoustics Research
article

Mathematical Model of the Atmosphere for Attenuated Sound Wave Propagation

Yulian Salo, Mykhaylo Melnyk, Nazariy Dykiy
article en

Abstract

The research paper presents a comprehensive mathematical model for simulating the dynamic atmospheric conditions and compute key acoustic parameters these control the propagation of sound. The model employs calculations of atmospheric parameters (humidity, pressure, temperature, wind speed) at the specified altitude, air density, still air speed of sound, effective speed of sound, molecular sound absorption coefficient, turbulent and total attenuation coefficients. The model features simplified ray tracing visualization, which graphically illustrates how sound waves refract (bend) as they travel through a non-uniform atmosphere. This model serves as a foundational component for explaining acoustic phenomena in the lower atmosphere, especially relevant for applications such as acoustic localization, noise prediction, and environmental sound monitoring.

Lviv Polytechnic National University (UA)
Openalex Percentile: Top 71%
Underwater Acoustics Research
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