Calculating Sound Amplitude Degradation in Water

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A marine biologist seeks a method to calculate sound amplitude degradation in water, specifically determining the distance at which sound drops below 170 dB re 1μPa from an initial 237 dB at 1m. The discussion highlights the importance of understanding the difference between intensity and decibel levels, noting that intensity decreases with the square of the distance while decibel levels use logarithmic calculations. A recommended resource is "Principles of Underwater Sound" by Urick, which discusses spreading loss from point and line sources. The conversation emphasizes the need for clarity in calculations related to sound propagation in water. Understanding these principles is essential for accurate sound amplitude degradation assessments.
JoaoCorvina
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Hello!
I'm was wondering if there is anyone that could help a Marine Biologist finding a "simple" way to calculate the sound amplitude degradation with the increasing distance. For example a source produces a sound of 237 dB re 1μPa at 1m (x) and the speed of sound in the water is 1500m/s (y) at what distance is lower than 170 dB re 1μPa at 1m. Considering the sound propagation as in a plane, not in 3 dimensions and the only input I need is the source (in this example was 237 db re 1μPa at 1m) and the speed of water.

If someone could help with this would be great! Would love to understand this matter a bit more!
 
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I don't know the answer to your question but there's a classic book that may:

Principles of Underwater Sound by Urick

In chapter 5 (page 100+) there's a discussion on spreading loss from a point source, and from a line source.

One thing to be aware of is the distinction between intensity and decibel level. Intensity for a point source decreases by r^2 whereas decibel levels use logarithms ie transmission loss = 10 log(r^2) = 20 log (r) in decibel units.
 
jedishrfu said:
I don't know the answer to your question but there's a classic book that may:

Principles of Underwater Sound by Urick

In chapter 5 (page 100+) there's a discussion on spreading loss from a point source, and from a line source.

One thing to be aware of is the distinction between intensity and decibel level. Intensity for a point source decreases by r^2 whereas decibel levels use logarithms ie transmission loss = 10 log(r^2) = 20 log (r) in decibel units.


Thank you for the correction! I meant intensity!
 
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