How to Calculate Intensity from Wavelength & Amplitude

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SUMMARY

This discussion focuses on calculating sound intensity using wavelength and amplitude. The formula for intensity in decibels (dB) is defined as I = 20 log20 (P/P0), where P represents the pressure in Pascals and P0 is a reference pressure of 2 x 10-5 N/m2. Participants clarify that intensity quantifies the sound energy passing through a specific area per second, linking amplitude in Pascals directly to sound pressure levels.

PREREQUISITES
  • Understanding of sound pressure levels and their measurement in Pascals
  • Familiarity with logarithmic calculations, specifically in the context of decibels
  • Basic knowledge of wave properties, including wavelength and frequency
  • Concept of intensity as energy per unit area per unit time
NEXT STEPS
  • Research the relationship between sound pressure and intensity in acoustics
  • Study the derivation and application of the decibel scale in sound measurement
  • Explore the impact of frequency on sound intensity and perception
  • Learn about different methods for measuring sound intensity in various environments
USEFUL FOR

Acoustics engineers, sound technicians, and students studying physics or audio engineering will benefit from this discussion, particularly those interested in sound intensity calculations and measurements.

Nm
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Can someone tell me how to find the intensity given only the wavelength in meters and amplitude in Pascals? Thanks.
 
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Does anyone know?

I found the frequency, but I'm a bit confused about why amplitude is in Pascals and how I would find the intensity.
 
The intensity in dB is
<br /> I = 20 log_{20} \left[ \frac{P}{P_{0} \right]<br />
Where P is the pressure of the wave in pascals and P_{0} = 2x 10^{-5} \frac{N}{m^2}.

Actually I've got a conflicting source that says "Intensity is a measure of the sound energy that passes through a given area each second."
 
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