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• Calculation of the reverberation time after Sabine - RT 60 decay •
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In 1898, Wallace C. Sabine (Sabin) (1868 - 1919) came up with the reverb time formula, but with k = (24 · ln 10) / c20 = 0.049 (feet) and with k = (24 · ln 10) / c20 = 0.161(metric) V = room volume in m3 A = α · S = equivalent absorption surface or area in m2
Reverberation time (RT) is a measure of the amount of reverberation in a space and equal to the time required for the level of a steady sound to decay by 60 dB after the sound has stopped. The decay rate depends on the amount of sound absorption in a room, the room geometry, and the frequency of the sound. RT is expressed in seconds. k is a constant that equals 0.161 when the units of measurement are expressed in meters and |
Absorption Coefficients α of Building Materials and Finishes
| The reverberation time is the time interval within which the sound level in a room has faded away by 60 dB. Note: This sound pressure is the thousandth part of the initial sound pressure and the sound intensity is the millionth part of the initial sound intensity. Often this is confusing, because the sound pressure as a sound field quantity is mixed with the sound intensity as a sound energy quantity. I ≈ p2. |
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