Closed DBraun closed 9 months ago
This idea is only a minor adjustment from the Exemple d'evaluation page here: https://github.com/orlarey/presentation-compilateur-faust/blob/master/slides.pdf
The most basic code is
repeat(1,f) = f; repeat(1,f) = f <: _, repeat(n-1,f) :> _; N = 3; FX = mem; process = repeat(N,FX);
but I have adapted it to work for f of arbitrary size.
repeat(1, FX) = FX; repeat(n, FX) = FX <: si.bus(N), repeat(n-1, FX) :> si.bus(N) with { N = outputs(FX); };
and then put this more advanced example in the faustlibraries docs
N = 4; C = 2; fx(i) = i+1, par(j, C, @(i*5000)); process = 0, si.bus(C) : repeat(N, fx) : !, par(i, C, _*.2/N);
The 0 is passed to each fx and incremented along the way, allowing fx to act with awareness of its index.
Try it in the IDE.
Thanks !
signals.lib
This idea is only a minor adjustment from the Exemple d'evaluation page here: https://github.com/orlarey/presentation-compilateur-faust/blob/master/slides.pdf
The most basic code is
but I have adapted it to work for f of arbitrary size.
and then put this more advanced example in the faustlibraries docs
The 0 is passed to each fx and incremented along the way, allowing fx to act with awareness of its index.
Try it in the IDE.