
The Q107 Filter changes the harmonic content of signals to create
new, interesting sounds.
This removal of harmonics is the basis of subtractive synthesis.
Both the cutoff frequency and the resonance (Q) of the filter can
be controlled manually and/or controlled by another signal
such as an envelope generator, oscillator, keyboard, etc.
Control signals can be attenuated and inverted.
Low Pass, Band Pass, Notch (Band Reject), and High Pass responses
are provided simultaneously.
Controls and Connectors
There are 4 sections (listed top to bottom)
- Frequency Control Section
- Resonance Control Section
- Signal Input Section
- Output Section
Frequency Control Section
Frequency Control
Manually controls the filter's cutoff frequency.
Frequency Level Control
Allows inversion and attenuation of the cutoff frequency control input.
Frequency Control Input
Voltage control of the filter's cutoff frequency.
1 Volt/Octave Frequency Control Input
Voltage control of the filter's cutoff frequency at a fixed 1V/Octave.
Normally used to track the keyboard.
Resonance Control Section
Resonance Control
Manual control of the filter's resonance.
Resonance Level Control
Allows inversion and attenuation of the resonance control input.
Resonance Control Input
Voltage control of the filter's resonance.
Signal Input Section
Signal Input
Signal Input at full amplitude.
Signal Input - Adjustable
Signal Input which is adjustable with the level control.
Signal Input Level Control
Allows attenuation of the adjustable input signal.
Output Section
High Pass Output
Filtered output signal where low frequencies are attenuated.
Band Pass Output
Filtered output signal where a frequencies on either side of a narrow band are attenuated.
Notch Output (Band Reject)
Filtered output signal where a frequencies in a narrow band are attenuated.
Low Pass Output
Filtered output signal where high frequencies are attenuated.
Specifications
Panel Size: Dual width 4.25"w x 8.75"h.
Low Pass, High Pass Slope: -12dB/Oct.
Band Pass, Notch Slope: -6dB/Oct.
Cutoff Frequency: 1/V per Octave and adjustable.
Resonance (Q): 1 to self-oscillation.
Frequency Range: 20hz to 20khz.
Power: +15V@20ma, -15V@20ma.
Waveform Levels: 10V PP.
Price
$136.00 US.
Bernie Wrote: Filters, both the Q150 and Q107 are simply awe inspiring. Bob Moog would even be impressed.
John Wrote: The Q107 filters are SWEET! They are able to self-oscillate with a beautiful sine tone that extends from a dog-whistle high to an earthshaking low that could induce diarrhea in a small child.
Rear View
Click here to see a rear view.
Sounds
lpsweep1.mp3 (53k) Full low pass sweep of a sawtooth wave
notch1.mp3 (21k) Notch sample
revlpf.mp3 (43k) Low pass with a reverse envelope
shlpf1.mp3 (47k) Sample and hold control of low pass
shlpf2.mp3 (24k) Sample and hold control of low pass
shlpr1.mp3 (31k) Sample and hold control of low pass
Waveforms
Usage and Patch Tips
Basics
Most waveforms contain many different frequencies.
When an oscillator produces a sawtooth waveform, it can be thought of as a single
sine wave, and additional sine waves which are at multiples of the fundamental frequency and
are at lower amplitudes. These additional frequencies are called harmonics and different
waveforms have different amounts.
The Q107 Filter changes the way a waveform sounds by attenuating (lowering the amplitude)
of these harmonics.
This effect is especially useful when changing over time.
The frequency at which attenuation starts (or close enough) is called the cutoff frequency.
Cutoff frequency can be controlled manually or by voltage control.
Resonance (also known as Q, Regeneration, or Emphasis) has the affect of bringing
out frequencies near the cutoff frequency.
Frequency Control
The frequency control gives you about 10 octaves of cutoff frequency response.
The control inputs are added to the manual control's value to create the final cutoff frequency.
All of these signals work together at the same time to set the filter's cutoff frequency.
It's very common to have your filter track the keyboard so that the response
is the same over all frequencies.
This is accomplished by using the 1V/Octave frequency control input.
Simply patch your keyboard pitch voltage into a multiple
then out to your oscillators and to the filter.
The other frequency control input normally comes from an Envelope
Generator or from an Oscillator.
You can attenuate, amplify or invert the incoming control signal right on the filter
instead of having to use another module.
The 0 to +5 volt outputs of the Q109 Envelope Generator
will give you a total of 10 octaves of range when the attenuator is full on.
The Sequential Controller can also be used to control
the filter frequency.
You could use one bank to control an oscillator and another to control the
filter at the same time.
Resonance Control
Resonance is the emphasis of frequencies near the cutoff frequency and has a
great effect on the sound.
The range of the resonance control and inputs is very large.
The manual control and the input signal are combined to create the resonance amount.
If you have too much resonance the filter might scream and clip.
We let you decide if this is good or not.
You can increase the maximum resonance possible by turning down the input signal level
control so that there is more room for resonance without clipping.
Self-Oscillation
Turning the resonance to maximum without an input signal will cause the filter to self-oscillate.
This allows the filter to act like an oscillator.
Self-oscillation is not very precise in a state-variable filter so
don't expect perfect tracking or waveform amplitude.
For this reason, state-variable filters in most other synthesizers are designed to prevent self-oscillation
but our attitude is to let you decide.
Signal Inputs
There are 2 signal inputs which are mixed together - one is full strength and the other is adjustable.
Normally you will use the adjustable input since turning the signal level down will allow higher resonance.
You can also attenuate the full strength input by patching the signal through a
Signal Processor first.
Outputs
There are 4 different outputs on the filter, each with it's own affect on the input
signal's harmonics.
Since harmonics are higher than the fundamental frequency, it's common to use a low pass filter to remove them.
Most filter sweeps used are low pass responses.
Other responses are made available for your experimentation.
When using the notch response, use a low resonance or the notch will be so narrow
that you can't hear the effect.
A sine wave has almost no harmonics and will only respond to the filter by lowering its amplitude.
Sawtooth and Ramp waveforms have the most harmonics and respond quite nicely to filtering.
Square and Pulse waveforms also have a great deal of harmonics and respond well to filtering.
The Most Important Tip
Experiment!
End of Product Information