The math there actually breaks down like so:
value(coefficient, time) = (1 - coefficient) ^ time
coefficient(value, time) = 1 - nthroot(value, time)
time(coefficient, value) = apow(value, 1 - coefficient)
Note this is for decay from 1 to value. You can get any output you want by switching around some inversions (1 - x).
nthroot(x, y) = x ^ (1/y)
apow(x, y) = log(x) / log(y)
pow(x, y) = exp(log(x) * y)
Math help for ADSR curved Decay and Relase segments
DSP, Plugin and Host development discussion.
Moderator: KVR Moderators (Main)
Math help for ADSR curved Decay and Relase segments
2016-07-22T15:30:33+00:00
Hi guys,
my math knowledge is really modest, i'm trying to solve a thing a about an ADSR with variable curved segments.
The following link is what i did with Desmos an online graph calculator.
https://www.desmos.com/calculator/2p237rbfrn
Everything works for the Attack segment because the y range is 0..1.
But when the range is 1..S for the Decay segment and S..0 for the Release segment i can't get a formula to let pass a curve with an arbitrary exponent value (as in my Attack formula) on two given points on x,y plane.
I guess i could try to calculate the curve in the 0..1 range and then do some kind of translation and stretch/compression to fit the curve on the given points.
Any help, book, tutorial, hints?
I can't find anything really useful for this on the net.
Many thanks!
a.
lalo
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