based on code by Victor Lazzarini and Antti Huovilainen
{ |ffreq=390| MoogLadder.ar(Mix(LFSaw.ar([120, 180], 0, 0.33)), LinExp.kr(LFCub.kr(0.1, 0.5*pi), -1, 1, 280, 1500), 0.75, mul:3.5).dup }.play
resonance and distortion are related. can become nasty when cutoff, res, and dist are all high. this is based on code by Josep M Comajuncosas meant to emulate the TB303
{ |ffreq=390| RLPFD.ar(Mix(LFSaw.ar([120, 180], 0, 0.33)), LinExp.kr(LFCub.kr(0.1, 0.5*pi), -1, 1, 280, 1500), 0.6, 0.0, mul:3.0).dup }.play
{ |ffreq=390| MoogVCF.ar(Mix(LFSaw.ar([120, 180], 0, 0.33)), LinExp.kr(LFCub.kr(0.1, 0.5*pi), -1, 1, 280, 1500), 0.75, 2.0).dup }.play
{BLowPass4.ar(Mix(LFSaw.ar([120, 180], mul:0.2)), LinExp.kr(LFCub.kr(0.1, 0.5*pi), -1, 1, 280, 1500), 0.2).dup }.play
{BLowPass.ar(Mix(LFSaw.ar([120, 180], mul:0.2)), LinExp.kr(LFCub.kr(0.1, 0.5*pi), -1, 1, 280, 1500), 0.2).dup }.play
{RLPF.ar(Mix(LFSaw.ar([120, 180], mul:0.2)), LinExp.kr(LFCub.kr(0.1, 0.5*pi), -1, 1, 280, 1500), 0.2).dup }.play
Implements the filter Y{n} =a Y{n-1} + b Y{n-2} + d Y^2{n-L} + X{n} - C
described in Dobson and Fitch with no, linear, or cubic interpolation and sigmoid clipping.
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(
{
NLFiltC.ar(
LFSaw.ar([120, 180], 0, mul:0.1),
0.5,
-0.04,
0.8,
0.2,
LFCub.kr(0.2, [0, 0.5 * pi], 63, 103)
)
}.play
)
Victor Lazzarini's string resonator.
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{ Streson.ar(LFSaw.ar([220, 180], 0, mul:EnvGen.kr(Env.asr(0.5, 1, 0.02), 1.0) * 0.2), LinExp.kr(LFCub.kr(0.1, 0.5*pi), -1, 1, 280, 377).reciprocal, 0.9, 0.3) }.play