Sixty Thousand Divided by the Tempo, and Everything Else Is a Fraction
Published 10/8/2026 · 3 min read · Everyday calculators
Antonio Delgado — Traditions & pastimes writer at OneKitly
Symbolism · Calendars
Checked against 2 sources
A tempo in beats per minute is a rate, and turning it into a duration is one division: sixty thousand milliseconds in a minute divided by the beats gives the length of one beat. At 120 BPM that is 60,000 ÷ 120 = 500 ms for a quarter note, and every other value is a fraction of it — an eighth is half at 250 ms, a sixteenth a quarter at 125, a dotted eighth is one and a half eighths at 375, and an eighth-note triplet is two thirds of an eighth at 166.7. At 90 BPM the beat becomes 666.7 ms and the whole table scales with it. Nothing here needs a lookup: one division and a set of simple fractions covers every note value a delay or a sequencer is likely to want.
At 120 BPM a quarter note lasts 500 ms, an eighth 250 and a dotted eighth 375. One division produces the whole table, and the dotted eighth is the one that changed how delay pedals are used.
The dotted eighth is the interesting one
A delay set to a plain eighth repeats on the beat and reinforces what was played. A delay set to a dotted eighth — 375 ms at this tempo — lands between the eighths, so a simple repeated figure comes back as a pattern with more notes in it than were played, and the repeats fall on the gaps rather than on the hits. That is the effect behind a great deal of arena-sized guitar from the eighties onwards, and the reason the setting has its own name in most pedal manuals. It only works while the tempo holds: a piece that speeds up leaves the repeats behind, and the pattern turns into mud within a few bars.
Perfectly synced is not always what is wanted
The calculation gives the value that sits exactly on the grid, and a repeat that sits exactly on the grid disappears into what is already there. Nudging a delay a few milliseconds late leaves the repeat audible as a separate event, which is often the point; nudging it early makes a part feel urgent. The same applies to reverb pre-delay and to any doubled part. Use the computed figure as the centre of a small range to try rather than as the answer, and remember that a live recording has no single tempo to sync to at all — there the delay has to be set by ear against the passage it will accompany.
| Note value | Fraction of a beat | Duration |
|---|---|---|
| Quarter | 1 | 500 |
| Dotted eighth | 3/4 | 375 |
| Eighth | 1/2 | 250 |
| Eighth triplet | 1/3 | 166.7 |
| Sixteenth | 1/4 | 125 |
Worked with our own calculator
BPM delay time calculator
Given
- Tempo (BPM)
- 240
Result
- 1/4 note (ms)
- 250
- 1/8 note (ms)
- 125
- Dotted 1/8 (ms)
- 187.5
These figures are produced by the calculator below, not typed in by hand — they are recomputed whenever the tool changes.
Run it on your own figures →Frequently asked questions
- Where does the sixty thousand come from?
- Sixty seconds in a minute times a thousand milliseconds in a second. If you would rather work in seconds, divide sixty by the tempo instead — 60 ÷ 120 = 0.5 second per beat, the same answer in different clothes. The constant only exists because delay units are marked in milliseconds; a sequencer that thinks in ticks per quarter note does the same arithmetic against a different denominator and never shows the number at all.
- Does the time signature change the answer?
- Not the beat length, which depends only on the tempo, but it changes which note value the beat refers to. In a signature with a lower number of eight, the beat is conventionally counted in dotted quarters rather than quarters, so a metronome mark of 120 may mean something different from what this calculation assumes. Check what the tempo marking is attached to — a note symbol usually sits next to the number for exactly this reason — and if it is not a quarter note, convert before dividing.
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