Free tool

Semitone & Interval Calculator

Semitone distance, interval name, cents and the exact frequency ratio between any two notes.

Deterministic maths, calculated in your browser.

Notes

Middle C is C4.

Semitones up

7

Perfect 5th

Shortest distance

-5

Signed, within an octave

Cents

700

Frequency ratio

1.498307

Multiplier

C4

261.63 Hz

Resulting pitch

392 Hz

G above

Interval reference

Semitones, interval names and ratios
SemitonesIntervalRatioCents
0Unison10
1Minor 2nd1.05946100
2Major 2nd1.12246200
3Minor 3rd1.18921300
4Major 3rd1.25992400
5Perfect 4th1.33484500
6Tritone1.41421600
7Perfect 5th1.49831700
8Minor 6th1.5874800
9Major 6th1.68179900
10Minor 7th1.78181000
11Major 7th1.887751100
12Octave21200

Interval names here are the common equal-tempered ones. Enharmonic spellings such as augmented fourth and diminished fifth are the same six semitones; which name is correct depends on the harmonic context, not the distance.

Detail

How this works

An interval is a distance measured in semitones, and in equal temperament each semitone multiplies frequency by 2^(1/12). Twelve semitones therefore double the frequency, which is why an octave is the one interval with a clean ratio.

Cents are the fine unit: one hundred per semitone. Pitch correction, tuning references and detuned layers all work in cents rather than semitones because the useful moves are far smaller than a fret.

FAQ

Frequently asked questions

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