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#X text 0 18 LICENSE SIBSD;
#X text 0 180 LIBRARY cyclone;
#X text 0 0 KEYWORDS signal filter state variable state-variable cutoff
;
#X text 0 36 DESCRIPTION state-variable filter;
#X text 0 54 INLET_0 signal;
#X text 0 72 INLET_1 signal float;
#X text 0 90 INLET_2 signal float;
#X text 0 108 OUTLET_0 signal;
#X text 0 126 OUTLET_1 signal;
#X text 0 144 OUTLET_2 signal;
#X text 0 162 OUTLET_3 signal;
#X text 0 199 VERSION 0.1-alpha57;
#X text 0 217 AUTHOR Krzysztof Czaja;
#X text 1 235 RELEASE_DATE 2002;
#X text 2 254 WEBSITE http://suita.chopin.edu.pl/~czaja/miXed/externs/cyclone.html
;
#X text 2 286 HELP_PATCH_AUTHORS Christoph Kummerer. Revised by Jonathan
Wilkes for Pd-extended 0.42 to conform to the PDDP template. Alex Cleveland
updated this patch for Pd-l2ork version 2013.05.28. Fred Jan Kraan
adapted the patch to pd-extended 2015-02-02;
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#X text 6 1 Related Objects;
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#X obj 492 9 svf~;
#X text 13 24 state-variable filter;
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#X text 107 462 signal;
#X text 179 462 - signal to filter;
#X text 107 528 signal;
#X text 107 546 float;
#X text 107 486 signal;
#X text 107 503 float;
#X text 179 494 - set cutoff frequency;
#X text 179 536 - set resonance (0-1);
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#X text 90 689 1) float;
#X text 90 711 2) float;
#X text 107 816 Floats or signals can modify these in real-time. The
value of these parameters is only sampled once per signal vector.;
#X text 107 770 One of its advantages is that the it produces low-pass
\, high-pass \, band-pass \, and band-reject (notch) output simultaneously
- so all four are available in parallel.;
#X text 107 742 svf~ implements Chamberlin's state-variable filter
algorithm.;
#N canvas 541 341 446 460 svf_part2 0;
#X text 68 324 onepole~.help contains yet another example.;
#X text 68 400 svf~ accepts arguments or max messages to change the
frequency input mode. it is generally recommended to set the mode with
an argument and leave it constant \, to avoid confusion.;
#X text 68 262 try sweeping the cutoff frequency in linear mode \,
then in radians mode \, to appreciate the difference. a similar principle
operates in the amplitude domain \, where exponential audio faders
are used to match our logarithmic perception of loudness.;
#X text 18 152 linear;
#X text 42 99 Hz;
#X text 68 195 in this mode \, input values from (0 -> 1) are interpreted
as radians \, producing a quarter-cycle sinusoidal mapping to cutoff
frequencies. this conforms the frequency mapping to a response that
is closer to our logarithmic perception of pitch.;
#X text 68 143 this mode is essentially the same \, but with a normalized
input range. linear input values from (0 -> 1) are mapped to cutoff
frequencies in the effective range \, (0 -> fs/4).;
#X text 68 90 this is the default mode. input values set the cutoff
frequency directly. therefore \, the input range is the same as the
cutoff frequency (0 -> fs/4) \, and response is linear.;
#X text 68 27 svf~ has three different modes for mapping input values
onto cutoff frequency. these are mainly for convenience \, but they
may also improve efficiency slightly.;
#X text 68 347 since svf~ only samples its control inputs once per
vector \, it is more efficient to use the radians mode than to do logarithmic
scaling outside the object at audio rate.;
#X text 10 209 radians;
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#X text 8 4 svf~ modes;
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#X msg 226 170 0.5;
#X text 191 83 frequency range is 0 - f(s)/4;
#X obj 109 56 noise~;
#X msg 143 110 37;
#X text 262 352 outputs: lowpass \, highpass \, bandpass \, notch;
#X obj 131 83 loadbang;
#X obj 143 173 * 11025;
#X obj 143 152 / 512;
#X floatatom 143 194 0 0 0 0 - - -;
#N canvas 542 410 438 271 svf_algorithm 0;
#X text 150 216 bandstop = lowpass + hipass \;;
#X text 3 105 this is the dsp loop. note how the calculations work
together to produce all four outputs simultaneously.;
#X text 6 49 first \, convert hz to radians (this step is not necessary
in radians input mode);
#X text 159 71 cf_radians = sin(2. * PI * cf_hz * x->ifs) \;;
#X text 150 184 bandpass = bandpass + cf_radians * hipass \;;
#X text 150 168 hipass = in_samp - lowpass - q * bandpass \;;
#X text 150 152 lowpass = lowpass + (cf_radians * bandpass) \;;
#X text 150 200 bandpass = bandpass - (bandpass ^ 3.) * 0.0001 \;;
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#X text 6 32;
#X text 6 5 the basic algorithm inside svf~;
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#X text 107 578 signal;
#X text 179 578 - lowpass signal;
#X text 107 603 signal;
#X text 179 603 - highpass signal;
#X text 107 626 signal;
#X text 179 626 - bandpass signal;
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#X text 107 651 signal;
#X text 179 651 - notch signal;
#X text 179 686 - initial cutoff frequency (Hz);
#X text 179 710 - initial resonance (0-1);
#X obj 109 381 *~ 0.7;
#X obj 109 410 output~;
#X obj 109 261 cyclone/svf~ 797 0.5;
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