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Calcimator

Delay Time Calculator

Convert BPM to delay times in milliseconds for all note values including dotted and triplet subdivisions. Essential for syncing delays, reverbs, and LFOs in music production.

About this calculator

Every note-value output in this calculator is a fixed multiple of one base number: the quarter-note duration, which is 60,000 divided by Tempo (since a quarter note is one beat, and there are 60,000 milliseconds in a minute). Every other output is that quarter-note value scaled by a constant -- Whole Note is 4x it, Half Note is 2x, Eighth Note is 0.5x, dotted values are 1.5x their plain note, and triplet values are 2/3 of their plain note -- so raising Tempo shortens every single delay-time output at once, in perfect lockstep, because they all share the same 1/Tempo relationship. That's also why the relationship is inverse rather than direct: a faster tempo means beats happen closer together in time, so the millisecond value for any given note length must shrink as Tempo climbs.

Quarter Note Frequency is the one output that runs the other direction from the millisecond values -- it converts Tempo directly to Hz (Tempo divided by 60) for syncing an LFO or modulation rate, so it rises as Tempo rises even while every delay time in milliseconds is falling. Because Tempo is the calculator's only input, it is definitionally the sole driver of every output -- there is no second input whose effect could compete with or override it.

Convert

BPM

Results

Whole Note (1/1)
2,000 ms
Half Note (1/2)
1,000 ms
Quarter Note (1/4)
500 ms
Eighth Note (1/8)
250 ms
Sixteenth Note (1/16)
125 ms
32nd Note (1/32)
62.5 ms
Dotted Half
1,500 ms
Dotted Quarter
750 ms
Dotted Eighth
375 ms
Dotted Sixteenth
187.5 ms
Triplet Half
666.67 ms
Triplet Quarter
333.33 ms
Triplet Eighth
166.67 ms
Triplet Sixteenth
83.33 ms
Quarter Note Frequency
2 Hz
How to Use This Calculator
  1. Enter Tempo.
  2. Review Whole Note (1/1) (ms) and Quarter Note (1/4) (ms).
  3. Use Half Note (1/2) (ms) and Eighth Note (1/8) (ms) to inform your decision.

How the result changes with Tempo

TempoWhole Note (1/1)Quarter Note (1/4)
604,000 ms1,000 ms
902,666.67 ms666.67 ms
1801,333.33 ms333.33 ms
300800 ms200 ms

What each input means

Tempo
The tempo of your song in beats per minute.

How this is calculated

Worked example, using the default values

  1. Identify Input Parameters
    Tempo = 120 = 1 input(s) provided
  2. Calculate Whole Note
    Whole Note
    2000 = 2000
  3. Calculate Quarter Note
    Quarter Note
    500 = 500
  4. Calculate Half Note
    Half Note
    1000 = 1000
  5. Calculate Eighth Note
    Eighth Note
    250 = 250

Engine last updated . Checked against 2 independently-derived tests — how we verify calculators. Built by Paul Gunder, a software engineer, not a licensed financial, medical, or legal professional.

Frequently Asked Questions

Why does a higher Tempo produce shorter delay times in milliseconds?

Every note value is derived from the quarter-note duration, which equals 60,000 divided by Tempo. As Tempo increases, that division produces a smaller number, and because every other note value (half, eighth, dotted, triplet, and so on) is just a fixed multiple of the quarter note, all of them shrink together. A faster song simply means less time passes between beats.

How is a dotted note's delay time related to its plain note value?

A dotted note is always 1.5 times the duration of its plain equivalent, because a dot adds half the note's original value. Dotted Eighth is therefore 1.5x the plain Eighth Note figure, Dotted Quarter is 1.5x the plain Quarter Note figure, and this ratio holds at every Tempo, since both values scale together off the same quarter-note base.

What is Quarter Note Frequency used for, and why does it move opposite the other outputs?

Quarter Note Frequency converts Tempo directly into Hz (Tempo divided by 60) so you can sync an LFO, tremolo, or modulation rate to the beat. It rises as Tempo rises, which is the opposite direction from every millisecond-based output on this page, because Hz measures cycles per second while the other outputs measure milliseconds per cycle -- inverses of each other by definition.

What delay time is a dotted eighth note at 120 BPM?

375 ms. At 120 BPM the quarter note is 500 ms (60,000 / 120), so the plain eighth note is 250 ms, and the dotted eighth adds half of that again (250 x 1.5) for 375 ms. This is the classic "dotted eighth delay" setting used to get the syncopated, rhythmic slap-back sound heard on many delay-pedal-driven guitar and synth parts.

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