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Filters: Sculpting the Spectrum
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If the oscillator gives you raw material, the filter decides what you keep. In subtractive synthesis — the approach most synths are built around — you start with a harmonically rich waveform and remove frequencies until you reach the sound you want. The filter is the tool that does the removing.
What a Filter Does
A filter attenuates frequencies. It doesn’t add anything — it takes away. Feed it a bright sawtooth wave full of harmonics, and the filter can darken it, thin it, hollow it out, or focus it, depending on the type of filter and its settings.
A synthesis method where you begin with a harmonically rich source (typically a sawtooth or pulse wave) and selectively remove harmonics using filters. This is the architecture of the classic Moog, Roland, and most analog-style synthesizers: oscillator into filter into amplifier. It's called subtractive because you're sculpting by taking away, like a sculptor removing clay.
In VCV Rack, the Fundamental VCF module is your filter. Patch your oscillator’s output into the VCF’s input, then patch the VCF’s output to your audio module. Now all the sound passes through the filter. Turn the FREQ knob (the filter’s cutoff frequency) and listen to what happens — you’ll hear the brightness of the sound change as the filter opens and closes.
That’s the core interaction in subtractive synthesis. The oscillator provides the full harmonic spectrum. The filter sculpts it.
Filter Types: Low-Pass, High-Pass, Band-Pass, Notch
There are four standard filter types, each defined by which part of the frequency spectrum it lets through.
Low-pass filter (LPF). The most common filter type in synthesis. It passes frequencies below the cutoff and attenuates frequencies above it. Turn the cutoff knob down and the sound gets darker — the upper harmonics disappear. Turn it up and the sound gets brighter as more harmonics come through. At its highest setting, the filter is effectively open and everything passes. The low-pass filter is the default in most synths because it mimics how many natural sounds behave: a plucked guitar string starts bright (lots of harmonics) and darkens over time as the higher harmonics decay faster than the fundamental.
High-pass filter (HPF). The opposite: it passes frequencies above the cutoff and attenuates those below. Useful for thinning out a sound — removing the bass and low-mid content. Sweep a high-pass filter up on a pad and it goes from warm and full to thin and airy. High-pass filtering is used less often as the primary filter on a synth voice, but it’s common in mixing and in layered sound design where you want to carve out frequency space.
Band-pass filter (BPF). Combines a low-pass and a high-pass. It passes a band of frequencies around the cutoff and attenuates everything above and below. The result is a focused, nasal, “telephone” quality — only a narrow slice of the spectrum gets through. Band-pass filters are useful for vocal-like formants, thin reed tones, and for isolating specific frequency regions of a sound.
Notch filter (band-reject). The inverse of band-pass: it removes a narrow band of frequencies and lets everything else through. Notch filters are less common as the primary filter on a synth voice, but they show up in phaser effects (which sweep a series of notch filters across the spectrum) and in sound design where you want to scoop out a specific frequency region without affecting the rest.
Cutoff Frequency
The cutoff frequency is the most important parameter on any filter. It determines the boundary between what passes and what gets attenuated.
The frequency at which a filter begins to attenuate the signal. For a low-pass filter, frequencies below the cutoff pass through mostly unchanged; frequencies above it are progressively reduced. The cutoff point is defined as the frequency where the signal is attenuated by 3 dB (roughly half the power). It's not a brick wall — frequencies just above the cutoff aren't instantly silent, they're gradually reduced according to the filter's slope.
The cutoff isn’t a cliff edge. A low-pass filter set to 1,000 Hz doesn’t pass everything below 1,000 Hz perfectly and block everything above it. Instead, there’s a transition zone where frequencies are progressively attenuated. The steepness of that transition is the filter’s slope, which we’ll cover in a moment.
In performance and sound design, the cutoff frequency is often the most expressive parameter on the entire synthesizer. Sweeping the cutoff of a low-pass filter on a sawtooth wave — opening it up slowly, then closing it back down — is one of the most recognizable gestures in electronic music. It’s the motion behind filter sweeps, wobble basses, and the classic “wah” sound. Nearly every synth puts the cutoff knob front and center, and nearly every modulation routing in subtractive synthesis targets the cutoff at some point.
Resonance (Q)
Next to the cutoff knob on most filters is a resonance knob. Resonance boosts the frequencies right at the cutoff point, creating a peak in the frequency response.
Also called Q, emphasis, or peak. A feedback loop within the filter that amplifies frequencies at or near the cutoff frequency. Low resonance produces a smooth roll-off. High resonance creates a sharp peak at the cutoff — a ringing, vowel-like quality. At very high resonance settings, many filters self-oscillate: the feedback is strong enough that the filter generates its own sine tone at the cutoff frequency, even with no input signal.
At low settings, resonance does almost nothing audible. As you increase it, you’ll hear the cutoff frequency become more prominent — the sound develops a nasal, focused quality. Keep turning it up and the resonance peak becomes sharp and aggressive, almost whistling. The sound gets thinner because the peak dominates while everything else is quieter by comparison.
At maximum resonance, many analog filters (and their virtual equivalents) self-oscillate: the feedback loop becomes strong enough that the filter generates its own sine wave at the cutoff frequency, even if you disconnect the input. You can play this self-oscillating filter with a V/OCT signal and use it as a sound source — it won’t be harmonically rich, but it produces a pure, sometimes unstable tone that has its own character. Try it: a self-oscillating filter played by a sequencer, with no oscillator at all.
Sweeping the cutoff with moderate resonance applied produces an exaggerated version of the filter sweep — the resonant peak rides along with the cutoff, creating a “wah” or vowel sound as different harmonic regions are emphasized and then released. This is one of the most expressive combinations in synthesis.
Filter Slopes: 6dB, 12dB, 24dB per Octave
The slope (or “pole” count) determines how steeply the filter attenuates frequencies beyond the cutoff.
The rate at which a filter attenuates frequencies past the cutoff, measured in decibels per octave (dB/oct). A steeper slope means more aggressive filtering. Each 'pole' in the filter circuit adds 6 dB/oct of attenuation. A 1-pole filter (6 dB/oct) is gentle. A 2-pole (12 dB/oct) is moderate. A 4-pole (24 dB/oct) is steep and aggressive — the classic Moog ladder filter is 4-pole.
A 6 dB/oct filter barely sculpts the sound — harmonics above the cutoff are still quite audible, just gradually quieter. It’s subtle, natural, and sometimes what you want for gentle tonal shaping.
A 12 dB/oct filter is the standard for many synths. It’s noticeable but not extreme. You can clearly hear the filter working without it sounding dramatically processed.
A 24 dB/oct filter is aggressive. Frequencies above the cutoff drop away fast. This is the slope of the classic Moog ladder filter, and it’s part of why Moog basses sound the way they do — the steep slope creates a clean separation between the frequencies you keep and the ones you don’t. The sound is darker and more defined than a shallower slope at the same cutoff setting.
Some VCV Rack filter modules let you switch between slopes. The Fundamental VCF is a 4-pole (24 dB/oct) design with separate low-pass and high-pass outputs. Other modules in the library offer selectable slopes. Experimenting with different slopes on the same sound is instructive — you’ll hear how the steepness changes the character even when the cutoff and resonance are identical.
Filter Character: Why Different Filters Sound Different
If filters just attenuated frequencies by the numbers, every filter would sound identical at the same settings. They don’t. A Moog filter, a Roland filter, a Buchla low-pass gate, and a Korg MS-20 filter all have distinctive sonic fingerprints. Why?
The differences come from the circuit topology — how the filter is implemented at the component level. Transistor ladders, diode ladders, state-variable circuits, OTA-based designs — each approach introduces its own subtle coloration, its own resonance behavior, its own response to being pushed hard. Some filters lose bass as resonance increases (the Moog ladder is famous for this). Some add subtle saturation. Some ring more sharply at the resonant peak. Some distort in pleasing ways when the input signal is hot; others distort in unpleasant ways.
In VCV Rack, you have access to dozens of filter modules from different developers, many modeled on specific hardware designs. The Fundamental VCF is a clean, general-purpose 4-pole filter. The Vult Tangents models an analog-style multi-mode filter with saturation. Audible Instruments modules include Mutable Instruments-inspired filters. Each behaves differently at the edges — at high resonance, with hot input signals, with fast modulation.
For now, learn the general principles with the Fundamental VCF. Once your ears are trained to hear what cutoff, resonance, and slope do, you’ll be equipped to evaluate other filter modules and understand what makes each one distinct. Filters also play a central role in mixing — the Mixing and Synthesis Tools covers EQ and filtering from a production perspective.
What to Practice
- Patch a sawtooth oscillator through the VCF (low-pass output) to your audio module. Slowly sweep the cutoff from fully open to fully closed and back. Listen to how the harmonic content changes. Do the same with a square wave input and compare.
- Add resonance. Set it to about 30–40% and sweep the cutoff again. Notice how the resonant peak rides with the cutoff, creating a more vocal, focused sound. Then crank resonance to maximum and listen to the filter self-oscillate. Try changing the cutoff while it’s self-oscillating — you’re playing a pitch with the filter.
- Try the high-pass output. Patch the same sawtooth into the VCF but take the signal from the HP output. Sweep the cutoff and notice the difference — instead of losing brightness, you’re losing body.
- Filter white noise. Patch a noise source through a band-pass filter (or use the VCF with resonance turned up). Sweep the cutoff slowly. You’ll hear the filter select different frequency bands from the noise, almost like tuning a radio between stations.
- Compare slopes if your filter module allows it. Some VCV modules let you switch between 12 dB/oct and 24 dB/oct. Set the cutoff and resonance the same and toggle between them. The gentler slope lets more harmonics through; the steeper slope sounds more dramatic and defined.
This Course
- 1. What Is Synthesis?
- 2. Oscillators: Where Sound Begins
- 3. Filters: Sculpting the Spectrum
- 4. Amplifiers and Envelopes
- 5. Modulation: Making Sound Move
- 6. Subtractive Synthesis
- 7. FM Synthesis
- 8. Additive Synthesis
- 9. Wavetable Synthesis
- 10. Sampling as Synthesis
- 11. Granular Synthesis
- 12. Physical Modeling
- 13. Effects as Synthesis Tools
- 14. Patching and Signal Flow
- 15. Sound Design Exercises
- 16. Sources and Further Reading
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