Gtaylor@rtqe.net at 15:30, 28 June 2012

2012-06-28T15:30:27Z

Admin at 21:13, 25 June 2012

2012-06-25T21:13:22Z

Admin: Created page with "Click here to open the tutorial patch: 03nDistortion.maxpat In this tutorial, we'll look at the use of ''waveshaping'' to modulate an input signal, simulating the disto..."

2012-06-22T21:12:29Z

Created page with "Click here to open the tutorial patch: 03nDistortion.maxpat In this tutorial, we'll look at the use of ''waveshaping'' to modulate an input signal, simulating the disto..."

New page

Click here to open the tutorial patch: [[03nDistortion.maxpat]]

In this tutorial, we'll look at the use of ''waveshaping'' to
modulate an input signal, simulating the distortion present in overdriven
amplifiers. In the realm of analogue audio, all amplifiers introduce
some form of distortion into the signal. The ability to creatively
harness this by deliberately overdriving distortion circuits is
difficult to simulate in a digital audio environment, as the
natural artifacts and nonlinearities that render tube and transistor
amplifier distortion so interesting are absent in the digital signal
path. One way to overcome this is to simulate the distortion caused
by amplifiers by using lookup tables to modulate the dynamic response
of an input signal. Unlike the previous tutorials, which look at
dynamics from a macro- (or envelope) perspective, this tutorial looks
at sound amplitudes on a sample-by-sample basis.

A review of the tutorial that covers
<link type="tutorial" module="msp" name="samplingchapter05">waveshaping synthesis</link>
may be useful to understand how the {{maxword|name=lookup~}} object works in MSP.

===Splitting bands===

One of the attributes of cool-sounding distortion circuits is that they
are ''frequency-dependent'' as well as ''amplitude-dependent'' in
their behavior; that is to say, the way in which they shape an input
signal depends not only on how loud the sound comes in, but also the
frequency components in that sound. Some distortion circuits process high
frequencies far more harshly than bass frequencies; some distort a narrow
range of frequencies in the mid-range and leave high sounds relatively pure.
In order to simulate this, we create an MSP signal chain that splits our
input signal into three bands for low, medium, and high frequencies.

* Take a look at the tutorial patcher. Start the audio by clicking
the {{maxword|name=ezdac~}} and turn on the {{maxword|name=metro}} object labeled '1)' by
clicking the {{maxword|name=toggle}} object. There are three {{maxword|name=gain~}} sliders
at the bottom of the patch. Raise these each in turn, and you should hear
a random sequence of vibraphone notes, with the first {{maxword|name=gain~}} slider
controlling the bass, the second controlling the mid-range, and the third
controlling the high frequencies.

The state-variable ({{maxword|name=svf~}} --- colored red) object in our patcher
takes the output of our sample playback logic and applies four filters to
the signal simultaneously: a lowpass filter (output from the left outlet),
a highpass filter (output from the second outlet), a bandpass filter (output
from the third outlet), and a bandreject or notch filter (output form the last
outlet). We're only interested in the first three, which roughly correspond
to the bass, middle, and treble of our input signal.

===Applying distortion===

* Turn down all but the {{maxword|name=gain~}} slider controlling the low frequencies.
On the right of the tutorial patcher, draw in the {{maxword|name=waveform~}} object
labeled 'Low'. Start by manually retracing the shape that's already in there
(a diagonal line running from bottom to top). Notice that even the slightest
derivation changes the sound and adds noise. Try drawing a zig-zag shape across
the waveform:
[[Image:Dynamicschapter03a.png|border]]
''A freehand waveshape''

A transfer function with multiple zero-crossing points will have the result of
adding additional harmonics to any relatively periodic waveform. In amplifier
distortion, this is an important component of the 'warm' effect of tube amplification.

* Click the {{maxword|name=button}} object labeled 'Reset' under the 'Low' {{maxword|name=waveform~}}.
The sound (and the shape) should return to normal. Turn up the {{maxword|name=gain~}} slider
representing the mid-range frequencies. In the {{maxword|name=waveform~}} object labeled 'Mid',
draw a diagonal slash across the middle of the waveform:
[[Image:Dynamicschapter03b.png|border]]
''Distortion around zero-crossings''

Notice how the mid-range now has a harsh overdriven sound to it.
What we've done in drawing that shape is introduce a set of additional
zero-crossings around the normal zero point in the waveform. The result
of this will be nonlinearities in the mid-range signal whenever its
sample amplitude comes close to zero. This simulates the properties of
many solid state transistor distortion circuits (such as guitar pedals),
which 'kink' the signal at specific intervals to generate high harmonics
from the signal.

* 'Reset' the 'Mid' waveshape by clicking the {{maxword|name=button}}, and turn
up the {{maxword|name=gain~}} slider representing the high frequencies. Draw
a series of sharp peaks along the waveform opposite from the normal curve:
[[Image:Dynamicschapter03c.png|border]]
''Introducing random non-linearities''

This type of waveshape creates a harsh distortion similar to the
way digital distortion effects work. By introducing noise (random
activity) into the waveshape, we create the potential for completely
arbitrary distortion effects that resemble less an amplifier circuit
than a 'digital' effects process.

===Resetting and smoothing===

* Double-click any one of the {{maxword|name=patcher}} objects that are triggered
by the 'Reset' {{maxword|name=button}} objects (<code>resetlow, resetmid, resethi</code>).
Look at the contents of the subpatch.

The MSP {{maxword|name=peek~}} object, you may recall, allows us to programmatically
fill {{maxword|name=buffer~}} objects with samples according to patcher logic in Max.
The {{maxword|name=uzi}} object, when it receives a <code>bang</code>, sets up a chain
of <code>8192</code> events that fill the appropriate {{maxword|name=buffer~}} object with
an ascending ramp of values from <code>-1</code> to <code>1</code>. When the {{maxword|name=lookup~}} object
uses this curve, the incoming signal gets passed unchanged.

* Close this patcher and open any of the {{maxword|name=patcher}} objects that are
triggered by the 'Smooth' {{maxword|name=button}} objects (<code>smoothlow, smoothmid, smoothhi</code>)

The smoothing subpatches, which are triggered whenever you release
the mouse from drawing in the {{maxword|name=waveform~}} object, triggers
an {{maxword|name=uzi}} object that takes each sample currently in the {{maxword|name=buffer~}} and
averages it with its previous sample, creating a smoother curve than would be
possible by freehand drawing.

* Close the subpatch, and unlock the main tutorial patcher. Disconnect
the {{maxword|name=waveform~}} objects from the {{maxword|name=zl}} objects below them.
Lock the patcher and draw some curves. You'll find that the distortion
effects you create are much much more pronounced. If you want to,
click the {{maxword|name=button}} objects that smooth the shapes manually. The
more you click them, the more averaged out our waveshapes become.

* In the middle of the tutorial patcher, click the {{maxword|name=message}} box
that reads <code>replace bass.aiff</code>. Now the sound generated by our
sampler will be that of an electric bass guitar. Play with the different
waveshaping techniques we looked at earlier. If you like, modify
the <code>Cutoff frequency</code> of the {{maxword|name=svf~}} object with the {{maxword|name=number}} box
in the middle of the patcher. This will let you choose where the midrange
distortion effect is most prominent.

===Summary===

Waveshaping is an exciting synthesis technique that allows you to
create complex timbres by running an oscillator through a lookup table;
when used as a signal-processing technique with complex audio input,
it can be used to simulate all manner of distortion effects. Because
real-life amplifier distortion changes depending on the frequency
content of the input signal, one way to simulate this distortion is
to split an audio signal into several frequency bands and waveshape
each one independently. While it's possible to scientifically measure
and model the responses of different distortion circuits, freehand
drawing in the {{maxword|name=waveform~}} object allows us to experiment with
different curves and hear them directly.

[[Category:Teaching Material]]

← Older revision		Revision as of 15:30, 28 June 2012
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−	Click here to open the tutorial patch: [[03nDistortion.maxpat]]	+	Click here to open the tutorial patch: [[Media:03nDistortion.maxpat]]

	In this tutorial, we'll look at the use of ''waveshaping'' to modulate an input signal, simulating the distortion present in overdriven amplifiers. In the realm of analogue audio, all amplifiers introduce some form of distortion into the signal. The ability to creatively harness this by deliberately overdriving distortion circuits is difficult to simulate in a digital audio environment, as the natural artifacts and nonlinearities that render tube and transistor amplifier distortion so interesting are absent in the digital signal path. One way to overcome this is to simulate the distortion caused by amplifiers by using lookup tables to modulate the dynamic response of an input signal. Unlike the previous tutorials, which look at dynamics from a macro- (or envelope) perspective, this tutorial looks at sound amplitudes on a sample-by-sample basis.		In this tutorial, we'll look at the use of ''waveshaping'' to modulate an input signal, simulating the distortion present in overdriven amplifiers. In the realm of analogue audio, all amplifiers introduce some form of distortion into the signal. The ability to creatively harness this by deliberately overdriving distortion circuits is difficult to simulate in a digital audio environment, as the natural artifacts and nonlinearities that render tube and transistor amplifier distortion so interesting are absent in the digital signal path. One way to overcome this is to simulate the distortion caused by amplifiers by using lookup tables to modulate the dynamic response of an input signal. Unlike the previous tutorials, which look at dynamics from a macro- (or envelope) perspective, this tutorial looks at sound amplitudes on a sample-by-sample basis.

MSP Dynamics Tutorial 3: Distortion - Revision history

Gtaylor@rtqe.net at 15:30, 28 June 2012

Admin at 21:13, 25 June 2012

Admin: Created page with "Click here to open the tutorial patch: 03nDistortion.maxpat In this tutorial, we'll look at the use of ''waveshaping'' to modulate an input signal, simulating the disto..."