Please , do tell ?
What should be a goal for them (in decibels)(in watts) ?
Should there, or could there, or will there be an unraveling of this enigma/mystery ?
What will the gain amount in decibels be if you were to add a second speaker (thus doubling SD) or surface area ?
Last edited by Hic; 06-11-2019 at 02:49 PM.
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Hearing a speaker twice the perceived volume is, if I'm not mistaken, an increase of 10dB
Meaning, if you use a 50 watts amp on your speaker, and it outputs 100dB @ max volume - you'll then need a 500 watts theoretically in order to have your speaker play twice as loud @ max volume
Kelvin
Is 3 dB equivalent to having 2 speakers?
ie the amount of sound radiated from 1 speaker will be twice as much if a 2nd speaker is transmitting same frequencies. Or do I need 10 speakers all transmitting the same frequencies to achieve a doubling of perceived sound ?
Is output of one eight inch sub (emitting 10 dB)when joined by a second eight inch sub emitting 10 dB ~ putting out twice as much sound? Or 20 dB`s ?
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We are a little past theory once the surface area of the speaker is considered. Are 2 speakers louder than 1 ?
How much ? A lil or more than a lil?
I am with you on going from a whisper to a shout , just add a zero (ie 50 to 500).
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Kelvin,
I have used two amps and two speakers and other than the enclosure being one - half the required size (normal size enclosure)and my sound being slightly cleaner . . . The output was only equivalent to the SD of 1 speaker. It is known as an isobaric - configuration.
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Right from text book . . . on decibels
Speakers ?
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Theoretically... You have 1 speaker with 100 watts available
Add a second speaker, now you have 2 speakers and 50 watts each (total 100 watts), then you gain 3dB
Add 100 watts so that each speaker sees 100 watts (total 200 watts), then you gain another 3dB
So adding radiating surface area will increase loudness but will not give you the perceived sound as being twice as loud...
Kelvin
PS: could be wrong in my math but that's how I understand it
Now we are getting somewhere !
1 speaker plus X amount of watts equals X amount of decibels !
Two , four , six speakers with X amount of watts equals X amount of decibels.
To get twice as much ? { add watts? Add speakers? }
If I am hearing 1 1/2 decibels coming from 1 speaker , then add another speaker it allows me to hear how many decibels (all things mirrored)?
So . . . Watts increase decibels ? Does SD (surface area ) increase decibels ?
One and a half decibels plus three decibels = 4 decibels ?
Three decibels per speaker ( line array ) ?
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