At 128 BPM, one beat (a quarter note) is 468.75 ms.
- Eighth note
- 234.38 ms
- Sixteenth note
- 117.19 ms
- Dotted quarter
- 703.13 ms
- Triplet quarter
- 312.50 ms
- BPM, reversed
- 128 BPM
Every subdivision scales the same quarter-note ms value. Reversed, that ms value read as one beat is exactly the BPM you entered.
Straight
| Note value | Ms | Hz | |
|---|---|---|---|
| 1 bar (4 beats) | 1875.00 ms | 0.53 Hz | |
| Half note (2 beats) | 937.50 ms | 1.07 Hz | |
| Quarter note (1 beat) | 468.75 ms | 2.13 Hz | |
| 8th note | 234.38 ms | 4.27 Hz | |
| 16th note | 117.19 ms | 8.53 Hz | |
| 32nd note | 58.59 ms | 17.07 Hz |
Dotted
| Note value | Ms | Hz | |
|---|---|---|---|
| Dotted half | 1406.25 ms | 0.71 Hz | |
| Dotted quarter | 703.13 ms | 1.42 Hz | |
| Dotted 8th | 351.56 ms | 2.84 Hz | |
| Dotted 16th | 175.78 ms | 5.69 Hz |
Triplet
| Note value | Ms | Hz | |
|---|---|---|---|
| Triplet half | 625.00 ms | 1.60 Hz | |
| Triplet quarter | 312.50 ms | 3.20 Hz | |
| Triplet 8th | 156.25 ms | 6.40 Hz | |
| Triplet 16th | 78.13 ms | 12.80 Hz |
Enter a BPM and instantly convert it to milliseconds for every note subdivision: straight, dotted, and triplet. Use this delay time calculator to dial in reverb tails, sidechain timing, and tempo-synced effects.
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Why it matters
Why Converting BPM to Milliseconds Matters
When setting delay times, reverb pre-delays, sidechain release times, or LFO rates in your DAW or DJ software, you need timing values in milliseconds that match your track's tempo. A delay set to the exact ms value of a dotted 8th note at 128 BPM creates that classic "ping-pong" effect that sits perfectly in the groove. Use this chart as a quick reference while producing or preparing effects for a live set.
Formula
BPM to Milliseconds Formula
The base formula is simple: ms = 60,000 ÷ BPM. This gives you the duration of one quarter note (one beat) in milliseconds. From there, derive other note values:
| Note value | Derivation |
|---|---|
| Whole note | ms × 4 |
| Half note | ms × 2 |
| Quarter note | ms (base value) |
| Eighth note | ms ÷ 2 |
| Sixteenth note | ms ÷ 4 |
| Dotted values | base × 1.5 |
| Triplet values | base × 2/3 |
For bar-level timing (transitions and cue points), see the beats-to-time calculator. To tempo-match two tracks, use the pitch & tempo calculator.

Hey, it's Ben Modigell 👋
I've been DJing and producing music as "so I so," focusing on downtempo, minimal, dub house, tech house, and techno. My background in digital marketing, web development, and UX design over the past 6 years helps me create DJ tutorials that are clear, practical, and easy to follow.
Methodology
Last updated
Author and Methodology
Maintained by Ben Modigell, founder of Vibes. Ben builds DJ library, preparation, BPM, and harmonic-mixing tools for working DJs.
- Source
- Vibes DJ-tool taxonomy and page logic maintained by Vibes.
- Evidence
- Page output checked against the current tool behavior and internal DJ reference data.
- How this page is made
- Tool pages are built from reusable page logic, internal DJ reference data, and visible on-page calculations. Programmatic reference pages are generated from structured data rather than hand-written one by one.
BPM, key, and genre labels can vary by edit, remaster, detection engine, and DJ software. Use these pages as a practical mixing reference, then verify important tracks in your own library.
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