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Sub Delay & Phase Calculator

Calculate the delay needed to time-align a subwoofer with your main speakers and see the cancellation if you don't.

Inputs

Setups
10.5 ft
m
7.9 ft
m
Hz
°C

Speed of sound: 343.4 m/s

Time delay
2.33ms
Distance diff.
80cm
Phase @ crossover
67°
67° total
Sum loss @ xover
-1.6dB
i
Delay the MAIN speakers by 2.33 ms (80 cm of extra distance) so both arrive together.

Top view

👂2.4 msub 3.2 m
Summed level if the delay is NOT corrected
-24-18-12-6050100150200FREQUENCY (HZ)DB−3 dBxover 80
Sub + mains, uncorrectedtouch / hover graph to read values

How it works

Sound travels about 343 m/s (1 ms per 34.3 cm). If the subwoofer is farther from your ears than the main speakers, its sound arrives late; at the crossover frequency both speakers play the same note, and a timing mismatch makes them partially cancel.

Δt = |d_sub − d_main| / c
phase = 360° · f_xover · Δt
Sum level = 20·log₁₀ |cos(π·f·Δt)|   (equal-level, same-polarity)

The graph shows the loss of summed output if you do nothing. At the frequency where the phase difference reaches 180° (f = 1/(2Δt)) the two sources cancel completely. Delay the closer source by Δt to line the wavefronts up again. Many AV receivers and DSPs have a “distance” setting that does exactly this; in a car head unit it’s called time alignment.

A pure delay isn’t the whole story: crossover filters, box tuning and room modes add their own phase shifts (the “phase” knob on a sub is a crude all-pass). The best approach is to apply the calculated delay, then fine-tune by ear or by measurement with the polarity (0°/180°) switch, choose the setting with the most bass at the crossover.

Delay
2.33ms
Phase @ xover
67°