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About this tool
Every note name, octave, MIDI number and frequency in equal temperament, with an adjustable A4 reference.
The Note Frequency Chart lists the exact frequency of every musical note in twelve-tone equal temperament, using f = A4 x 2^((n - 69) / 12) where n is the MIDI note number and A4 is the tuning reference. It covers the full MIDI range from C-1 at 8.18 Hz to G9 at 12,543.85 Hz, shows each note's octave, MIDI number, period and wavelength in air, and works backwards from a measured frequency to the nearest note and its error in cents. The A4 reference is adjustable, so it also serves Baroque pitch at 415 Hz and the 442 Hz used by many European orchestras.
Open Note Frequency Chart on AltFTool — it loads instantly in your browser.
Add your input to the workspace.
Adjust the options until the result looks right.
Copy or download the output and put it to work.
Switch between 415, 432, 440, 442 and 443 Hz and the whole table retunes with it.
The reverse lookup reports how far a measured pitch is from the nearest note, in cents.
Period and wavelength in air at 20 °C sit next to every frequency for acoustic work.
Middle C, written C4 in scientific pitch notation and MIDI note 60, is 261.63 Hz when A4 is tuned to 440 Hz. Drop the reference to 432 Hz and middle C becomes 256.87 Hz; the whole scale shifts by the same ratio.
Multiply the reference by two raised to the power of the semitone distance divided by twelve: f = 440 x 2^((n - 69) / 12), where n is the MIDI note number and 69 is A4. Twelve semitones up multiplies the frequency by exactly two, which is one octave.
A cent is one hundredth of an equal-tempered semitone, so an octave is 1200 cents. Most listeners cannot reliably hear an error below about 5 cents on a sustained note, which is why tuners usually treat that as in tune.
440 Hz is the standard set by ISO 16, and 432 Hz is an alternative that some players prefer for its slightly darker character. Claims that 432 Hz has measurable health or resonance benefits are not supported by evidence; the practical effect is simply that everything sounds about 32 cents flatter.