rsc3/doc-schelp/HelpSource/Classes/PV_ConformalMap.scrbl

112 lines
1.6 KiB
Racket

#lang scribble/manual
@(require (for-label racket))
@title{PV_ConformalMap}
Complex plane attack.@section{related}
Classes/FFT, Classes/IFFT
@section{categories}
UGens>FFT
@section{description}
Applies the conformal mapping
@racketblock[
z (z - a) / (1 - za*)
::
to the phase vocoder bins z with a given by the real and imag inputs to
the UGen.
Makes a transformation of the complex plane so the output is full of
phase vocoder artifacts but may be musically fun. Usually keep
]
@racketblock[
|a| < 1
::
but
you can of course try bigger values to make it really noisy.
]
@racketblock[
a = 0
::
should
give back the input mostly unperturbed.
See link::http://mathworld.wolfram.com/ConformalMapping.html:: .
]
@section{classmethods}
@section{method}
new
@section{argument}
buffer
FFT buffer.
@section{argument}
areal
Real part of a.
@section{argument}
aimag
Imaginary part of a.
@section{Examples}
@racketblock[
//explore the effect
(
SynthDef("conformer1", {
var in, chain;
in = SoundIn.ar(0, 0.5);
chain = FFT(LocalBuf(1024), in);
chain=PV_ConformalMap(chain, MouseX.kr(-1.0,1.0), MouseY.kr(-1.0,1.0));
Out.ar(0, Pan2.ar(IFFT(chain),0));
}).add;
)
a = Synth("conformer1")
a.free
(
SynthDef("conformer2", {
var in, chain, out;
in = Mix.ar(LFSaw.ar(SinOsc.kr(Array.rand(3,0.1,0.5),0,10,[1,1.1,1.5,1.78,2.45,6.7]*220),0,0.3));
chain = FFT(LocalBuf(2048), in);
chain=PV_ConformalMap(chain, MouseX.kr(0.01,2.0, 'exponential'), MouseY.kr(0.01,10.0, 'exponential'));
out=IFFT(chain);
Out.ar(0, Pan2.ar(CombN.ar(out, 0.1, 0.1, 10, 0.5, out), 0, 0.3));
}).add;
)
a = Synth("conformer2")
a.free
::
]