BPM to Delay Time Calculator – Exact Milliseconds for Every Note

Unique Feature: Voice Feedback Reads Delay Times Aloud

120

BPM

Note Value Straight Dotted Triplet

Tap any value to copy it to your clipboard.

Don't know the track's BPM yet? Find it first.

How to Use This Free Delay Time Calculator

1. Set your song's BPM using the slider, number box, or by tapping the Tap Tempo button in time with the beat.

2. The table updates instantly and shows the exact delay time in milliseconds for every common note value (straight, dotted and triplet).

3. Click any number to copy it, or turn on Voice Feedback so the tool speaks the value aloud — perfect when you are adjusting a hardware delay pedal.

Unique Feature: Voice Feedback Reads Delay Times Aloud

Most delay calculators only show numbers on screen. This one can speak them. Enable Voice Feedback and tap any value in the table — the calculator reads the millisecond number out loud. This is especially useful when your hands are on a hardware unit or you are working in a dark studio and do not want to look at the screen.

The Exact Formula to Calculate Delay Time from BPM

The core formula is simple:

Quarter note (ms) = 60,000 ÷ BPM

Example at 120 BPM: 60,000 ÷ 120 = 500 ms (one quarter note).

From the quarter note you can derive every other value:

This calculator does all the math for you instantly so you never have to calculate mid-session.

Complete Live Delay Time Table

The interactive table above shows Straight, Dotted and Triplet values for Whole, Half, Quarter, Eighth, Sixteenth and Thirty-Second notes. Click any cell to copy the exact millisecond value to your clipboard.

Quick Reference Chart – Most Common BPMs

Here are the most useful delay times for popular tempos (values in milliseconds):

BPM 1/4 1/8 Dotted 1/8 1/8 Triplet 1/16
80750375562.5250187.5
90667333500222167
100600300450200150
110545273409182136
120500250375167125
128469234352156117
140429214321143107
150400200300133100
17434517225911586

Dotted vs Triplet Delay – When to Use Each

Dotted notes (× 1.5) push the echo later and create a wider, more spacious feel. The classic "Edge" guitar sound is almost always a dotted eighth note delay.

Triplets (× 2/3) lock into swung or shuffled grooves and feel more natural on hip-hop, R&B and some electronic styles.

Rule of thumb: use dotted for big rock/pop anthems, use triplets when the track already has swing.

Best Delay Times for Vocals, Guitars, Drums & Synths

How to Set Reverb Pre-Delay Using BPM

Reverb pre-delay separates the dry signal from the wet tail and keeps the mix clear. A good starting point is between 1/32 and 1/16 of the quarter note.

At 120 BPM a 1/32 note is roughly 62.5 ms and a 1/16 is 125 ms. Start around 20–80 ms for vocals and adjust by ear until the reverb breathes without smearing the words.

Famous Delay Examples

Use the calculator above to recreate these classic timings instantly.

Frequently Asked Questions

How do I calculate delay time from BPM?

Divide 60,000 by the BPM to get the length of one quarter note in milliseconds. Then multiply or divide for other note values. This calculator does it automatically.

What is the formula for delay time?

Quarter note (ms) = 60,000 ÷ BPM. Dotted = straight × 1.5. Triplet = straight × 2/3.

How do I calculate a dotted delay?

Take the straight note value and multiply by 1.5. Example: at 120 BPM an eighth note is 250 ms, so a dotted eighth is 375 ms.

How do I calculate a triplet delay time?

Take the straight note value and multiply by 2/3. Example: 250 ms eighth note becomes ≈ 166.7 ms as a triplet.

What delay time should I use for reverb pre-delay?

Start between 20–80 ms or roughly 1/32 to 1/16 of your quarter note, then adjust by ear so the dry signal stays clear.

Can I use this with hardware delay pedals?

Yes. Copy the millisecond value and dial it into any pedal or rack unit that accepts ms timing. Turn on Voice Feedback if you need hands-free reading.

Is this calculator free?

Yes. Completely free, no sign-up, and it works in any modern browser on desktop or mobile.

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