Please tell me if you think that the following calculation is correct. The method is taken from a book on acoustics, but I've changed the given equations by applying them to sound pressure rather than sound intensity.
The three identical speaker drivers are connected in a parallel circuit and driven in parallel by an audio power amplifier. I'm considering the case where there is perfect summation of the sound pressure produced by each driver. The three connected drivers produce three times the sound pressure of a single driver which means that
Lsum = 20*log(3*Pd/ Pref)
where Lsum is the total SPL (dB 1W/ 1M), Pd is the pressure produced by a single driver, and Pref is the reference sound pressure. The above equation can be converted to
Lsum = 20*log(Pd/ Pref) + 20*log(3)
Given rated sensitivity of each driver equals 89 dB 1W/ 1M,
Lsum = 89 dB + 9.5 dB = 98.5 dB
The calculation is for the purpose of determining how effective placing three of the speaker drivers in a parallel circuit would be for the purpose of building a loudspeaker system of high sensitivity.
The three identical speaker drivers are connected in a parallel circuit and driven in parallel by an audio power amplifier. I'm considering the case where there is perfect summation of the sound pressure produced by each driver. The three connected drivers produce three times the sound pressure of a single driver which means that
Lsum = 20*log(3*Pd/ Pref)
where Lsum is the total SPL (dB 1W/ 1M), Pd is the pressure produced by a single driver, and Pref is the reference sound pressure. The above equation can be converted to
Lsum = 20*log(Pd/ Pref) + 20*log(3)
Given rated sensitivity of each driver equals 89 dB 1W/ 1M,
Lsum = 89 dB + 9.5 dB = 98.5 dB
The calculation is for the purpose of determining how effective placing three of the speaker drivers in a parallel circuit would be for the purpose of building a loudspeaker system of high sensitivity.