Speaker Delay Alignment Calculator
Enter the two speaker distances and air temperature to get the delay.
Result
How it is calculated
First the speed of sound is found from air temperature: c = 331.3 × √(1 + T / 273.15), with T in °C and c in m/s. Then the path difference between the two speakers is taken as an absolute value: Δd = |d2 − d1| in metres, and the delay is t = Δd / c × 1000 milliseconds. The result does not say which speaker is which: the delay always belongs on the speaker that is closer to the listener, and the farther one gets none. If the temperature is left blank the engine assumes 20 °C; a temperature below −100 or above 150 °C gives no result. Distances must be zero or more; equal distances give 0 ms.
Worked example
Speaker A is 10 m from the listening position, speaker B is 25 m away, and the air is 20 °C. Speed of sound: 331.3 × √(1 + 20 / 273.15) = 343.21 m/s. Distance difference: 25 − 10 = 15.00 m. Delay: 15 / 343.21 × 1000 = 43.70 ms. So the closer speaker A is delayed by 43.70 ms in the processor, and both wavefronts reach the listener together.
Common mistakes
- Measuring distances between the two speakers instead of from each speaker to the listening position. Only the two listener distances matter.
- Putting the delay on the far speaker. The delay is added to the speaker nearer the listener so it waits for the far one.
- Entering the temperature in °F. The field expects °C, and a value like 68 would give a speed of sound far too high.
- Using the 20 °C default for an outdoor show on a cold or hot day. For 15 m of path difference, 0 °C gives 45.28 ms and 30 °C gives 42.98 ms, so the 20 °C default is off by a couple of milliseconds.
- Entering feet in a metre field. The distances are metres, so 50 ft must be typed as about 15.2.
About this calculator
When two speakers — like a main PA and a delay fill, or a subwoofer and a main cabinet — sit at different distances from the same listening position, sound from the closer one arrives first, causing comb filtering and a smeared, unfocused sound image. Time alignment fixes this by electronically delaying the closer speaker's signal so both wavefronts arrive together, using the speed of sound at the venue's air temperature: 331.3 × √(1 + T/273.15) meters per second, with T in °C (about 343 m/s at 20 °C), then delay = distance difference ÷ speed of sound.
Live sound engineers, PA system installers, and house-of-worship or venue tech teams run this calculation whenever they set up distributed speaker systems or subwoofer arrays, dialing the computed delay into a digital signal processor or amplifier's delay line so the audience doesn't hear a doubled or hollow-sounding mix.
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