Audio Delay & Echo Time Calculator
Calculate musically-synced delay times from BPM and note value, plus acoustic propagation delay from speaker distance.
Formula
t_beat = 60000/BPM ms, t_prop = d/c × 1000
How It Works
Worked Example
Tempo: 120 BPM. Note division: quarter note (4). Speaker distance: 10 m. Beat (quarter note) delay: t_beat = 60000 / 120 = 500 ms With quarter-note division (noteValue = 4): t_note = t_beat × (4/4) = 500 ms Eighth-note delay: t_note = 500 × (4/8) = 250 ms Sixteenth-note delay: t_note = 500 × (4/16) = 125 ms Dotted-eighth (1.5 × eighth): t_note = 375 ms Acoustic propagation delay at 10 m: t_prop = 10 / 343 × 1000 = 29.2 ms For a live PA delay speaker at 30 m from the main system: t_delay_setting = (30 m / 343 m/s) × 1000 = 87.5 ms Plus 10–20 ms additional 'leading' delay to ensure precedence to the main system.
Practical Tips
- ✓For studio delay effects, common delay times for various note values at 120 BPM: whole note = 2000 ms, half = 1000 ms, quarter = 500 ms, dotted-quarter = 750 ms, eighth = 250 ms, dotted-eighth = 375 ms, sixteenth = 125 ms. Dotted-eighth is the classic 'U2 Edge' delay time.
- ✓In live PA, use RTA (real-time analysis) or measurement software (Rational Acoustics Smaart, SysTune) to verify time alignment between main and delay speakers by measuring the impulse response at seats in the overlap zone.
- ✓For multi-speaker distributed systems (halls, airports), each speaker zone must be delayed relative to the furthest upstream speaker. Calculate total delay chain as the sum of propagation times between each loudspeaker position in sequence.
Common Mistakes
- ✗Setting delay speaker timing to match the propagation time exactly — in live sound, delay speakers are typically set 10–20 ms behind the propagation-correct time (adding extra delay). This uses the Haas effect: the audience hears the main system first and perceives its direction as the primary sound source, preventing the delay speaker from appearing to have a different location.
- ✗Forgetting temperature correction — the speed of sound varies with temperature: c ≈ 331 + 0.6 × T (°C) m/s. At 30°C, c ≈ 349 m/s (2% faster than 20°C). For precise time-alignment in temperature-varying outdoor venues, correct the propagation delay calculation.
- ✗Confusing millisecond delay with BPM for tap tempo effects — tap tempo pedals calculate delay time directly from the tap interval (t_ms = 60000/BPM). If the pedal has note division settings, the displayed tempo and the actual delay time are different — verify the output waveform against a clock.
Frequently Asked Questions
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