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Hz to BPM Converter

Convert frequency in Hz to beats per minute using BPM = Hz × 60 — a direct frequency-to-tempo conversion. Shows the equivalent Italian tempo marking (Largo / Andante / Allegro / Presto), plus a subdivision interpretation table — "if this Hz represents one cycle per 1/8 note, the tempo is X BPM."

Input

Common LFO & Beat Frequencies

Result

Tempo (1/4-note sync, BPM = Hz × 60)
BPM
Beat Period (ms)
Beat Period (s)
BPM (precise)
Bar (4/4)
Formulas
BPM = Hz × 60   (1/4-note sync)
For subdivision N (in beats): BPM = 60 × N × Hz

Subdivision Interpretation: What Tempo Does This Hz Imply?

If one cycle = one… Straight BPM Dotted BPM Triplet BPM Straight Marking
Each row shows what tempo BPM your input frequency implies if the LFO completes one cycle per that note value. The musically-realistic interpretations are usually 1/4 to 1/8 range.

Common Frequencies and Their Implied Tempos

FrequencyBPM (1/4 sync)MarkingTypical Use
0.1 Hz6Sub-musicalDrone, ambient sweep, very slow filter mod
0.5 Hz30GraveVery slow LFO pad, atmospheric movement
1 Hz60Larghetto1 beat per second; ballad tempo
1.4 Hz~84AndanteResting heart rate, hip-hop
2 Hz120AllegroPop / rock standard, house
2.1333 Hz128AllegroHouse music
2.3333 Hz140AllegroDubstep, hardcore
2.9 Hz~174PrestoDrum & bass
4 Hz240PrestissimoBeyond traditional tempo / 1/8 sync at 120
7.83 Hz~470Beyond musicSchumann resonance — well above music tempos
50 Hz3,000Beyond musicMains hum EU (audible buzz)
60 Hz3,600Beyond musicMains hum US

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About Hz, BPM & LFO Sync

Hz (cycles per second) and BPM (beats per minute) are both measures of repetition rate, just with different time units. The conversion is direct: BPM = Hz × 60. A 1 Hz oscillation = 60 BPM (one beat per second). A 2 Hz oscillation = 120 BPM (the pop music standard). For frequencies above ~5 Hz, the implied tempos exceed traditional musical use, but the conversion still gives a useful "frequency in beat units" interpretation. To go the other direction — starting from a tempo and finding the matching frequency for each note value — use the BPM to Hz converter which generates a full delay-time table.

The killer use case: LFO sync

If you have a synth or effect with an LFO rate in Hz (not BPM), and you want it to lock to your project tempo, this LFO-to-BPM calculation is exactly what you need. A 2 Hz LFO synced to 1/4 notes = 120 BPM. The same 2 Hz LFO synced to 1/8 notes = 60 BPM. To 1/16 notes = 30 BPM. The subdivision table on this page makes this trivial. The same principle applies to tremolo and vibrato rates: a guitar amp's tremolo speed dial is often calibrated in Hz, and converting it tells you which note value its wobble locks to at a given tempo. A rate of 4 Hz at 120 BPM, for example, is a 1/8-note tremolo (4 Hz × 60 ÷ 4 subdivisions per beat = 60 BPM quarter-note equivalent). For hearing a reference pitch at a specific musical frequency, the online tone generator lets you dial in any Hz directly.

Detected pulse / EKG to tempo

If you're analysing a pulse rate (heart, breath, gait cycle) in Hz, this tool converts it to BPM directly. Resting heart rate ~1.0–1.3 Hz → 60–80 BPM. Brisk walking pace ~2 Hz → 120 BPM. This is also why many bands gravitate to 120 BPM — it matches the natural step cadence of a walking person. In electronic music production the same math applies to sidechain pump rate: a kick drum at 2 Hz (120 BPM) pumps a compressor at exactly 1/4-note rate.

Tempo markings are aesthetic, not scientific

The Italian markings (Largo, Andante, Allegro, etc.) come from classical music tradition and have fuzzy boundaries that vary by era and publication. Different authoritative sources place them at slightly different BPM ranges. This tool follows a common modern convention (Andante 76–108, Moderato 108–120, Allegro 120–156, Presto 168–200). For frequencies beyond traditional music tempos (BPM > 300), no Italian marking applies; the tool labels these "Beyond music tempo". If you need to verify an unknown song's tempo, the BPM tap tool lets you tap along to determine it by ear.

Frequently Asked Questions

How do I convert Hz to BPM?
Multiply the frequency in Hz by 60. For example, 2 Hz × 60 = 120 BPM. 1 Hz = 60 BPM. 4 Hz = 240 BPM. The formula is simply "cycles per minute = cycles per second × 60", since there are 60 seconds in a minute.
What's the BPM of a 2 Hz LFO?
If "one LFO cycle = one beat" (1/4 sync): 120 BPM. If "one cycle = one 1/8 note": 60 BPM. If "one cycle = one 1/16 note": 30 BPM. If "one cycle = one whole bar" (4 beats): 480 BPM. The interpretation depends on how the LFO is supposed to align with your beat grid — use the subdivision table on this page.
Why is 7.83 Hz "beyond music"?
7.83 Hz × 60 = 470 BPM, which is far above the fastest traditional tempo (Prestissimo, typically capped around 200 BPM). Schumann resonance is a real physical phenomenon (Earth-ionosphere cavity mode) but isn't a musical tempo — it's an oscillation frequency in a different domain.
My LFO shows 0.5 Hz — is that musical?
0.5 Hz = 30 BPM, which is "Grave" — extremely slow but real. More commonly, 0.5 Hz is used as a tempo-synced LFO at 1 bar per cycle (= 120 BPM at 1/1 sync). A 0.5 Hz filter sweep on a 120 BPM track produces a smooth "open-close" movement once per bar.
Can I convert audio frequency to BPM?
Yes, mathematically. 440 Hz × 60 = 26,400 BPM. But this number is musically meaningless — audio frequencies are pitches, not beats. A 440 Hz tone is "A4" (a musical note), not a tempo. The conversion only makes practical sense for sub-audio frequencies (typically below ~10 Hz) used as LFOs, pulses, or modulation rates.
What's the BPM of a 60 Hz mains hum?
60 Hz × 60 = 3,600 BPM — far beyond any music tempo. But here's a fun fact: if you slowed the 60 Hz hum down to musical tempo (say, divide by 24 to land near 150 BPM), you'd get B1 (~62 Hz) shifted down to a beat at 2.5 Hz. Mains hum at 60 Hz is closer to a B1 note than a musical tempo.
How do I set a delay time in milliseconds to match a BPM using this tool?
This tool gives you the beat period in milliseconds directly. Enter your LFO or modulation frequency in Hz, and the "Beat Period (ms)" result card shows the time for one cycle — that is your 1/4-note delay time at the equivalent tempo. For shorter subdivisions, divide: 1/8-note delay = period ÷ 2; 1/16-note = period ÷ 4. For a dotted 1/4-note, multiply by 1.5. For precise delay-sync tables starting from a known BPM, use the BPM to Hz converter instead, which lists every common subdivision automatically.
What Hz does a tremolo or vibrato effect need to be set to for 1/8-note sync at 120 BPM?
At 120 BPM, one 1/4-note lasts 500 ms (0.5 s), so one 1/8-note lasts 250 ms (0.25 s). Frequency = 1 ÷ period = 1 ÷ 0.25 = 4 Hz. Set your tremolo or vibrato rate to 4 Hz and it will pulse exactly twice per beat at 120 BPM. For a 1/4-note wobble at 120 BPM use 2 Hz; for a 1/16-note use 8 Hz. The subdivision table on this page confirms these values without manual calculation.
Can I use Hz to BPM conversion to sync a hardware modular LFO to my DAW tempo?
Yes, and this is one of the most practical uses. Many Eurorack and modular LFO modules display their rate in Hz rather than BPM. Enter the Hz rate shown on the module into this tool, find the BPM in the subdivision table for the note value you want it to sync to, then confirm your DAW is set to that tempo. Alternatively, many modules accept a gate or clock signal from your DAW for hard sync — but when only Hz is available, this conversion tells you exactly what tempo setting to use for musical alignment.