Okay, so we don’t actually have to change the base we’re counting in, we’d be changing the units we’re counting—instead of X number of decibels, it would be X number of bits, and X can be expressed in base 10 either way.
I’d like to take a day or so to think about the best way to approach this—it may very well be as simple as adding a note to the reftext about how to convert decibels to bits by dividing by three.
Okay, so we don’t actually have to change the base we’re counting in, we’d be changing the units we’re counting—instead of X number of decibels, it would be X number of bits, and X can be expressed in base 10 either way.
I’d like to take a day or so to think about the best way to approach this—it may very well be as simple as adding a note to the reftext about how to convert decibels to bits by dividing by three.
Yeah, number of bits is still expressed in base ten (lol, I just realized that all bases are base 10 in their own base).
I don’t know about this divide by three business. it’s not exactly 3. You should use the correct value.
EDIT: log(10)/log(2) = 3.3219
It seems like divide by 3 should be about right. 2**10 is roughly 10**3, so 30 decibels is about 10 bits. (1024 versus 1000).
You are right, the conversion factor is 3.01.