Decibels - Combination of sound sources

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When several sound sources are combined, each of which generates a certain amount of dBspl, it isn't possible to simply sum up these values, but we should rather use the following empirical formula:

Equation 3.6. Combination of sound sources 

Combination of sound sources

Let's take a look at an example with two sound sources each of 90dBspl.

We'd have:

Equation 3.7. Application of the formula for combined sound sources 

Application of the formula for combined sound sources

From this equation too, we can obtain a very important empirical formula: if you sum up two identical sound sources you will have an increase of 3dBspl (not double the value!). So, if we have a P.A system [3 ] which produces an acoustic pressure of 100dBspl, and we add another identical P.A system we'd obtain an overall acoustic pressure of 103dBspl: to get to 106dBspl we'd have to add another two P.A's which would sum up to 4 systems, and so on.



[3 ] P.A- Public Address. The loudspeaker system used for diffusing sound in a hall.




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