The Physics
When correlated signal is played trough the same speaker with different time of arrival, interference occurs. The signals sum at some frequencies and cancel at others, creating a repeating pattern of peaks and notches across the spectrum.
The first notch appears at the frequency where the delay difference equals half a wavelength — the signals arrive in opposite phase and cancel. At the frequency where the delay equals a full wavelength, the signals reinforce.
The pattern repeats at every multiple of these frequencies, creating the characteristic "comb" shape that gives the effect its name.
| Delay Difference | First Notch | Pattern |
|---|---|---|
| ~0.3ms | ~1.7kHz | Notches every 3.4kHz |
| ~0.5ms | ~1kHz | Notches every 2kHz |
| ~1ms | ~500Hz | Notches every 1kHz |
| ~2ms | ~250Hz | Notches every 500Hz |
The severity of the notches depends on correlation and level matching. Two speakers at equal level with identical signals create complete cancellation at notch frequencies. As levels differ or correlation decreases, the notches become shallower.
Real spatial audio systems typically create partial notches that hollow out the sound without completely eliminating frequencies — often worse subjectively than complete cancellation because the result sounds "wrong" rather than simply "missing."
Why Traditional Approaches Fail
The obvious solution — EQ — doesn't work because the comb pattern depends on each sources/speaker correlation. Move your source and the delay relationships change, moving all the notches to different frequencies. An EQ that corrects one source position right but everyone else wrong.
Manual delay alignment doesn't solve it either. The delays that create comb filtering are the same delays that create the spatial impression. Removing the delays would collapse the spatial image.
The ICS solution
ICS succeeds where other approaches fail because it addresses the problem dynamically, at its source. By tracking correlation and delay relationships continuously, ICS applies precisely-targeted correction that adapts to current conditions.
The correction doesn't depend on listener position because it happens in the digital domain, modifying the signals before they create acoustic interference.
The key insight is that while the acoustic comb filtering varies with source position, the correlation between speaker feeds doesn't.