Simplified traditional bubble-motion equation and air-gun wavelet simulation based on a Van der Waals gas model

An air-gun source is the most commonly used excitation method in offshore seismic exploration. The excitation characteristics of an air-gun source affect seismic data quality. Far-field wavelet simulation is an important approach to study these characteristics. Compared to the measured wavelet, far-...

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Published inApplied geophysics Vol. 18; no. 4; pp. 537 - 544
Main Authors Bing-Shou, He, Hao, Guo, Nan, Hu
Format Journal Article
LanguageEnglish
Published Berlin/Heidelberg Springer Berlin Heidelberg 01.12.2021
Springer Nature B.V
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Abstract An air-gun source is the most commonly used excitation method in offshore seismic exploration. The excitation characteristics of an air-gun source affect seismic data quality. Far-field wavelet simulation is an important approach to study these characteristics. Compared to the measured wavelet, far-field wavelet simulation based on a traditional bubble-motion equation and ideal gas wavelet model has some disadvantages, such as a greater amplitude and smaller pulse attenuation velocity. Here, we start from the linear acoustic wave equation in the spherical coordinate system to deduce an improved, simpler bubble-motion equation and develop a Van der Waals gas wavelet model based on this equation. Unlike the existing methods, our method considers the high-pressure environment during actual excitation, heat exchange between the bubble and outside water, and change in the air flow at the muzzle. The results show that the far-field wavelet simulated using this model is closer to the measured wavelet than that of the ideal gas wavelet model. At the same time, our method has a more succinct equation and a higher calculation efficiency.
AbstractList An air-gun source is the most commonly used excitation method in offshore seismic exploration. The excitation characteristics of an air-gun source affect seismic data quality. Far-field wavelet simulation is an important approach to study these characteristics. Compared to the measured wavelet, far-field wavelet simulation based on a traditional bubble-motion equation and ideal gas wavelet model has some disadvantages, such as a greater amplitude and smaller pulse attenuation velocity. Here, we start from the linear acoustic wave equation in the spherical coordinate system to deduce an improved, simpler bubble-motion equation and develop a Van der Waals gas wavelet model based on this equation. Unlike the existing methods, our method considers the high-pressure environment during actual excitation, heat exchange between the bubble and outside water, and change in the air flow at the muzzle. The results show that the far-field wavelet simulated using this model is closer to the measured wavelet than that of the ideal gas wavelet model. At the same time, our method has a more succinct equation and a higher calculation efficiency.
Author Hao, Guo
Nan, Hu
Bing-Shou, He
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Keywords Van der Waals gas wave
bubble-motion equation
air-gun source
wavelet simulation
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Snippet An air-gun source is the most commonly used excitation method in offshore seismic exploration. The excitation characteristics of an air-gun source affect...
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SubjectTerms Acoustic waves
Air
Air flow
Bubbles
Coordinate systems
Earth and Environmental Science
Earth Sciences
Equations of motion
Excitation
Far fields
Geophysics/Geodesy
Geotechnical Engineering & Applied Earth Sciences
Heat exchange
Ideal gas
Methods
Modelling
Movement
Offshore
Seismic data
Seismic exploration
Seismic Modeling and Wave Propagation
Seismological data
Simulation
Spherical coordinates
Spherical waves
Wave equations
Title Simplified traditional bubble-motion equation and air-gun wavelet simulation based on a Van der Waals gas model
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Volume 18
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