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8. Psychoacoustics (Perception Layer) · Concept 13 of 18

Volley Theory

The idea that groups of nerves take turns firing so they can together keep up with fast sounds.

Volley Theory: nerves take turns to keep up No single fibre fires every cycle, but the TEAM tracks the fast wave Fast sound wave cyc1 cyc2 cyc3 cyc4 cyc5 Nerve A Nerve B Nerve C each fibre rests ~1 ms (refractory) between fires SUM time Combined volleys = one spike PER cycle = fast wave fully tracked Timing/phase-lock coding works this way up to ~4-5 kHz

Three nerves fire in rotation; their summed volleys hit one spike per wave cycle, tracking a tone no single fibre could.

What it is

Volley Theory: hearing nerves take turns firing in rotation so the team tracks a sound wave faster than any single nerve could alone.

Key facts

How it works

  1. A sound wave vibrates the basilar membrane in the cochlea.
  2. Each hair cell triggers its nerve fibre to fire at the same point in the wave cycle (phase-locking).
  3. One fibre can't fire every cycle for fast tones because it needs ~1 ms to recover.
  4. So different fibres fire on different cycles, taking turns.
  5. Stacked together, these interleaved volleys reconstruct the full fast rhythm.
  6. The brain reads the combined spike timing as pitch up to ~4-5 kHz.

Real examples

How it helps in live sound

Everyday analogy

Like a firing squad shooting in rotating volleys so the gunfire never stops, even though no single soldier can reload fast enough to keep it going alone.

Watch out

Myth: one nerve fires fast enough to track every wave. Truth: a single fibre caps near 500-1000 spikes/sec, so nerves must volley in rotation to encode anything above that.

Fun fact

Back in 1930 Wever and Bray wired a cat's auditory nerve to a telephone receiver, and the nerve signals replayed speech so clearly that people in the next room could understand the words. That result later helped inspire the volley theory.

Key takeaways

  • No single nerve fires fast enough for high tones; the team takes turns.
  • Phase-locked volleys encode pitch by timing up to ~4-5 kHz.
  • Timing coding rules low freqs; place coding rules high freqs.
  • Refractory period (~1 ms) is the bottleneck volleys work around.
  • Period = 1 / frequency: 1 kHz = 1 ms per cycle.
  • It explains why low-end tuning by ear is reliable.
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Temporal Theory of Pitch
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