PackFFT Pack separate demand-rate FFT bin streams into an FFT chain buffer

PackFFT(chain, bufsize, magsphases)

Takes an array of magnitudes and phases, and packs them into an FFT buffer ready for transforming back into time-domain audio using IFFT.

Most people won't need to use this directly - instead, use pvcollect, pvcalc, or pvcalc2.

The input data is magsphases, which should be a flat array containing magnitude and phase of all bins in ascending order. 

e.g. [mag0, phase0, mag1, phase1, mag2, phase2, ... magN, phaseN]

This input is typically demand-rate.

This is technically similar to Demand or Duty in that it calls demand-rate UGens further up the graph to process the values, eventually calling UnpackFFT. These two ends of the process must in most cases see the same chain...! Otherwise behaviour is undefined and, who knows, possibly unpleasant.

Optional parameters: frombin and tobin allow you to fill the supplied data only into a subset of the FFT bins (i.e. a single delimited frequency band), and if you do this, you can also optionally set zeroothers to 1 to zero all the magnitudes outside this band (otherwise they stay intact).

For usage examples, see UnpackFFT, but also pvcollect, pvcalc, pvcalc2.

Here's an unusual example which uses PackFFT without using UnpackFFT first - essentially creating our FFT data from scratch.

// Reminder: This isn't the intended typical usage! It's OK to do this though.

(

x = {

var mags, phases, chain, sig;

// Create simple undulating magnitudes

mags = {FSinOsc.kr(ExpRand(0.1, 1)).range(0, 1)}.dup(100);

// Then give them a "rolloff" to make the sound less unpleasant

mags = mags  * ((1, 0.99 .. 0.01).squared);

// Let's turn the bins on and off at different rates, I'm *sure* that'll sound interesting

mags = mags * {LFPulse.kr(2 ** IRand(-3, 5)).range(0, 1)}.dup(100);

// Let's ignore phase for now

phases = 0.dup(100);

// We need to create an FFT chain to feed our data in to.

// The easiest way is to do an FFT on some signal which we then ignore!

chain = FFT(LocalBuf(512), FSinOsc.ar);

// Now we can do the packing

chain = PackFFT(chain, 512, [mags, phases].flop.flatten, 0, 99, 1);

sig = IFFT(chain);

Out.ar(0, sig.dup);

}.play(s);

)

x.free;