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FilterModule.adoc

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20180413 143939

Filter Classes

Zyn-Fusion features three classes of filters.

State variable filters

Limited filter types, but good under heavy modulation

Analog filters

Standard Biquad formulations for a variety of shapes

Formant filters

Good for modeling speech spectral shapes. Composed by many sub-filters.

Moog filters

Good for a warmer feeling - especially with some gain

Comb filters

Good for string like effects or intense spectral and phase effects

Analog Filters
filter analog
LP1

One pole low pass

HP1

One pole high pass

LP2

Two pole low pass

HP2

Two pole high pass

BP

Bandpass

Notch

Notch

Peak

Peak

L.Shelf

low shelf

H.Shelf

high shelf

State Variable Filters
filter svf
Low

Two pole low pass

High

Two pole high pass

Band

Bandpass

Notch

Notch

Formant Filter

The formant filter is a separate class on it’s own. It’s a complex filter that will let you define presets of peak filters, arrange them in a sequence and then smoothly interpolate between them. This way you can apply very complex and animated filtering to shape the harmonic profile of your sounds and make it evolve over time. More on that later in this chapter.

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Moog Filter
filter moog

The Moog filter type is an attempt to emulate the renowned transistor or diode ladder filter found in Moog and other classic analog synthesizers. It employs the Zero Delay Feedback (ZDF) approach to ensure a level of accuracy in replicating the filter’s behavior.

LP

low pass

HP

high pass

BP

Bandpass

Comb Filter
filter comb

The Comb Filter operates as a tunable delay line, introducing a series of notches and peaks in the frequency spectrum due to the interaction between the original signal and its delayed version. The term "comb" aptly depicts the spectral pattern resembling the teeth of a comb, showcasing the alternating constructive and destructive interference patterns.

This filter is commonly used to simulate various acoustic effects, such as reflections, chorus-like sounds, or enhancing the perception of spaciousness in audio signals.

BWD

adds a delayed version of the output signal. the feedback structure leads to heavy resonance

FWD

adds a delayed version of the input signal. the feed forward structure leads to more subtle phase effects

both

combination of BWD and FWD. heavy resonances are dominant

BWDN

subtracts a delayed version of the output signal. similar to BWD. can be used for example to remove even harmonics

FWDN

Subtracts a delayed input signal, emphasizing frequency cancellation for targeted harmonic removal or notching in the spectrum.

bothN

Utilizes subtraction from both input and output signals

Note
Poor Mans Physical Modelling

The comb filter can be used as a string like oscillator. To accomplish that apply it as voice filter to a burst of noise. But make sure the amplitude envelope doesn’t go too fast to zero as that would turn off the voice. If F.Track is 100% it’s frequencies are proportional to the pitch. To keep in tune you may set Scale to 0 (no velocity impact) and enable "F. Ctl Bypass" in the voices Amplitude General Settings (no midi cc impact)