Difference between revisions of "Dictionary:Rayleigh-Willis relation"

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{{#category_index:R|Rayleigh-Willis relation}}
 
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The oscillation period <math>T</math> (in seconds) for the bubble effect varies as the cube root of the energy <math>E</math> and inversely as the <math>5/6th</math> power of the pressure.[[File:Segr5.jpg|right|thumb|400px|<b>Rayleigh-Willis relation</b> for representative energy sources. Source depth=9&#x0020;m. (Courtesy Bendix United Geophysical.)]]
 
The oscillation period <math>T</math> (in seconds) for the bubble effect varies as the cube root of the energy <math>E</math> and inversely as the <math>5/6th</math> power of the pressure.[[File:Segr5.jpg|right|thumb|400px|<b>Rayleigh-Willis relation</b> for representative energy sources. Source depth=9&#x0020;m. (Courtesy Bendix United Geophysical.)]]
  
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where <math>E</math> is the energy in joules, <math>D</math> is the depth in feet, and <math>D'</math> is the depth in meters.
 
where <math>E</math> is the energy in joules, <math>D</math> is the depth in feet, and <math>D'</math> is the depth in meters.
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==External links==
 
==External links==
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{{search}}
 
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Revision as of 23:12, 1 March 2018

Other languages:
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The oscillation period (in seconds) for the bubble effect varies as the cube root of the energy and inversely as the power of the pressure.

Rayleigh-Willis relation for representative energy sources. Source depth=9 m. (Courtesy Bendix United Geophysical.)

The relation is


where is the energy in joules, is the depth in feet, and is the depth in meters.


External links

find literature about
Rayleigh-Willis relation
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