Harmonic Distortion

The recipe. Distortion is addition: a pedal takes the note you play and adds new notes above it — its harmonics. Which harmonics, how loudly, and how that changes across the neck is the pedal’s sound. This chart is that recipe, measured.

Two words, two levels: the Fingerprint is a pedal’s full characterization — the whole suite of measurements made at one setting (this one, plus Transfer Curve, Compression, Gain Map, and Chord IMD). Harmonic Distortion — this chart — is one lens on it. In the library, a Fingerprint groups its sub-measurements under the pedal.

What it shows

Each curve is one harmonic — a note the pedal adds above the one you play. Read a curve at the note you play: the H3 value at A3 (220 Hz) is how loudly the pedal outputs that note’s third harmonic, at 660 Hz. Odd harmonics (aqua) sound gritty and edgy; even harmonics (orange) sound warm and octave-like. H1 is the pedal’s basic tone shaping — its EQ. “Relative to H1” re-reads everything against that EQ so you see the pure harmonic mix.

Harmonic Distortion chart: H1 as a flat blue line near the top, odd harmonics H3/H5 (aqua) strongest below it, even harmonics (orange) lower, across a pitch-labeled frequency axis
The bundled Fuzz-ish simulated rig: odd harmonics (aqua) lead, with the even family (orange) close behind — the signature of asymmetric clipping.from sim-analysis.json

The legend spells out what each harmonic is musically: H2 is one octave up, H3 an octave and a fifth, H4 two octaves, H5 adds a major third — which is why the odd/even balance isn’t audio trivia but chord voicing.

How to read it

Distortion vs. note (the THD chart)

Total harmonic distortion: how much of the output is added harmonics rather than the note you played. Around 1% is audible hair, 10% is obvious drive, 40%+ is fuzz territory. A falling curve toward high notes usually means a tone filter is shaving the harmonics off. The figure counts harmonics in the audible band (20 Hz–20 kHz) — what a rig could reproduce and an ear could hear — so the same pedal quotes the same THD at any capture rate.

Distortion vs. Note chart: a THD curve holding near 40 percent across most of the pitch axis on a log scale, easing off toward the highest notes with a small step where a harmonic leaves the audible band
The same rig's THD: ~41% across the neck — fuzz territory at every note — easing off in the top octaves as the output filter shaves the harmonics. The small step near the top is the audible-band edge: a harmonic crossing 20 kHz stops counting.from sim-analysis.json

Hear it

Recipe resynthesis plays the chart: the fundamental plus the measured H2…H9 levels, rebuilt as pure tones. Solo the groups — full recipe, odd only, even plus fundamental, fundamental alone — and the bars become timbre: the odd family alone is the grit, the even family alone is the octave-flavored warmth, and the full recipe is the pedal’s steady-state color. Every variant is loudness-matched, so what changes is character, never volume. Headphones or full-range monitors recommended — see Listening conditions.

▶ Hear this in PedalScope

▶ Drag the asymmetry slider yourself — watch H2, then hear it

Common misreadings

For the curious

The measurement is Farina’s synchronized swept-sine method with Novák’s phase synchronization: an exponential sweep makes each harmonic of the sweep arrive as a time-shifted copy in the deconvolved response, so one sweep separates H1…H9 cleanly. Each H_k(f) is normalized by input amplitude and read on the output frequency axis (the k-th harmonic of fundamental f₀ is read at k·f₀); a unit-gain wire measures H1 = 1. THD is √(Σ|H_k|²)/|H1| for k ≥ 2, integrating the audible band (20 Hz–20 kHz) regardless of capture rate. The interface’s own response and floor are measured in calibration and divided out.

Two distinct limits bound every read, and the app keeps them separate. Validity: a read at k·f₀ is trustworthy only up to the band the chain was calibrated over (division by the loopback response is meaningless past the calibration sweep’s own edge) and below the point where the capture’s alias image of the next harmonic order collides with it, at f₀ = fs/(2k+1) — both derived per record from the recorded sweep and calibration parameters. Beyond that bound traces fade and every downstream consumer excludes the points. Policy: among trustworthy reads, musician-facing figures count only the audible band — ultrasonic harmonics are real, and the full captured band still feeds the Hear-it model, but they aren’t sound a rig delivers, so they don’t shift the quoted numbers.

Try it on a record: open a Harmonic Distortion measurement, or watch the recipe move while you turn knobs in Live mode.