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11. Loudspeaker & Electroacoustics · Concept 9 of 11

Group Delay

A measure of how some frequencies come out of a speaker slightly later than others, smearing the timing.

Group Delay: bass leaves late High freq exits on time; low freq lags = smeared timing SPK TREBLE (on time) BASS (delayed = group delay) FINISH (your ears) tau_g (ms) tau_g(f) = -(1/360) x (d phi / d f) tau_g = group delay (s) · phi = phase (deg) · f = frequency (Hz) 1 ms delay = 34.3 cm of travel (sound = 343 m/s @ 20 C) Audible up top from ~1.6 ms; bass hides tens of ms. Steep crossovers smear most.

A relay race: treble crosses on time, bass lags by tau_g milliseconds, smearing the punch.

What it is

Group delay is how much later some frequencies leave a speaker than others, smearing timing and softening transients.

Key facts

How it works

  1. A speaker's phase shifts with frequency, not by the same amount everywhere.
  2. Where phase changes fast with frequency, those bands arrive late = high group delay.
  3. Crossovers and high-pass filters bend the phase curve hardest near their corner frequency.
  4. Low frequencies physically take longer to develop, so subs sit a few ms behind the tops.
  5. Stack enough delay and a kick's attack arrives smeared across several ms instead of one sharp hit.
  6. Fix it with sub alignment delay, gentler filter slopes, or a linear-phase (FIR) processor.

Real examples

How it helps in live sound

Everyday analogy

It is a relay race where the bass runner starts a beat after the treble runner, so the team crosses the line out of step and the punch is lost.

Watch out

Myth: 'flat frequency response means perfect timing.' Wrong: a system can be flat in level yet have heavy group delay, so it measures flat but still sounds smeared.

Fun fact

Linear-phase FIR filters can give literally zero group delay variation across the band, but they 'pay' for it with pre-ringing and a fixed whole-system latency you cannot remove.

Key takeaways

  • Group delay = some frequencies leave the speaker late, smearing timing.
  • It is the slope of the phase curve: tau_g = -(1/360)(d phi / d f).
  • 1 ms of delay = 34.3 cm of sound travel at 343 m/s.
  • Ears tolerate ms of bass delay but spot a few ms up top instantly.
  • Steep crossovers and high-pass filters are the main cause; FIR fixes it for latency cost.
  • Align subs to tops and watch the phase trace to keep kicks punchy, not mushy.
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