Consoles
Delay Time Chart
Quick answer
Sound travels 1,125 feet per second at 68 degrees, or 0.889 milliseconds per foot. A delay speaker 50 feet closer to a listener than the main system needs 44.4 milliseconds of path delay plus a 10 to 15 millisecond Haas offset, so about 56 milliseconds total.
An under-balcony speaker without delay is worse than no speaker at all. It arrives before the main system, so the listener hears the fill first and localises the entire service to a small box above their head rather than to the person speaking. Adding the delay does not just fix timing, it puts the sound back on the platform where it belongs.
The arithmetic is two steps. Multiply the path difference in feet by 0.889 milliseconds, then add 10 to 15 milliseconds more. That second number is the Haas offset, and it is deliberate: arriving slightly late makes the ear ignore the fill as a source entirely. Work your own positions with the delay speaker timing calculator.
On this page
What delay time do I need for my path difference?
Path difference is the distance from the main loudspeaker to the listener, minus the distance from the fill loudspeaker to that same listener. Measure to a seat in the middle of the area the fill covers, not to the nearest or furthest one.
A path difference of 50 feet needs 44.4 milliseconds of delay, which becomes 56.4 milliseconds once the standard 12 millisecond Haas offset is added.
| Path difference | Path delay | Plus 12 ms Haas | Typical application |
|---|---|---|---|
| 10 ft | 8.9 ms | 20.9 ms | A front fill covering the first two rows. |
| 20 ft | 17.8 ms | 29.8 ms | A short throw fill beside a wide platform. |
| 30 ft | 26.7 ms | 38.7 ms | Side fill in a fan shaped room. |
| 40 ft | 35.6 ms | 47.6 ms | A shallow under-balcony area. |
| 50 ft | 44.4 ms | 56.4 ms | Typical under-balcony position. |
| 60 ft | 53.3 ms | 65.3 ms | Deep under-balcony, or a rear fill. |
| 70 ft | 62.2 ms | 74.2 ms | A second delay ring in a long room. |
| 80 ft | 71.1 ms | 83.1 ms | Rear of a 120 foot sanctuary. |
| 90 ft | 80.0 ms | 92.0 ms | Overflow seating at the back. |
| 100 ft | 88.9 ms | 100.9 ms | A long nave with a delay ring at mid-room. |
| 120 ft | 106.7 ms | 118.7 ms | Cathedral scale, second delay ring. |
| 140 ft | 124.4 ms | 136.4 ms | Very long room, third position. |
| 160 ft | 142.2 ms | 154.2 ms | Large auditorium rear fill. |
| 180 ft | 160.0 ms | 172.0 ms | Outdoor service, distant tower. |
| 200 ft | 177.8 ms | 189.8 ms | Outdoor delay tower at the field boundary. |
One millisecond is 1.125 feet of travel at 68 degrees, so a one foot error in measurement is worth about 0.9 milliseconds, which is inaudible. A ten foot error is worth 8.9 milliseconds, which is not. Measure the path difference with a laser or a tape, not by pacing it out, and measure to a seat in the middle of the covered area.
How much Haas offset should I add?
Setting the delay to the exact path difference is a common and correctable mistake. At exact alignment, the two arrivals are simultaneous and the ear splits the difference, placing the source somewhere between the platform and the fill. Adding a small extra delay hands localisation entirely to the first arrival, which is the main system.
A 10 to 15 millisecond Haas offset makes a fill loudspeaker inaudible as a source while remaining well inside the roughly 35 millisecond window before it is heard as a distinct echo.
| Offset | Effect on localisation | Effect on clarity | When to use it |
|---|---|---|---|
| 0 ms, exact alignment | Source floats between platform and fill | Comb filtering where coverage overlaps | Never. This is the mistake, not a setting. |
| 5 ms | Weak. Fill still draws attention | Slight comb filtering remains | Only where the fill is very close to the main coverage. |
| 10 ms | Good. Localises to the platform | Clean | Short throws and front fills. |
| 12 ms | Strong. The standard choice | Clean | The default for under-balcony and side fills. |
| 15 ms | Very strong | Clean | Where the fill is loud relative to the main arrival. |
| 20 ms | Strong, approaching audible separation | Slight softening of transients | Rarely needed. Check by ear before committing. |
| Over 35 ms | Heard as a distinct echo | Intelligibility falls sharply | Never intentional. Recheck your path measurement. |
The precedence effect, often called the Haas effect, means the ear localises a sound to whichever version arrives first, provided the later arrival falls within roughly 35 milliseconds and is not dramatically louder. Beyond that window the second arrival separates into an audible echo. The offset buys localisation; it does not license a delay speaker to be turned up.
Worked examples for real church geometries
Five common positions with the measurements taken as they would be on site. Main distance and fill distance are both measured to the same representative seat.
A typical under-balcony fill 15 feet from the listener, where the main system is 90 feet away, needs 78.7 milliseconds of delay including the Haas offset.
| Position | Main to listener | Fill to listener | Path difference | Delay to set |
|---|---|---|---|---|
| Front fill, first two rows | 45 ft | 10 ft | 35 ft | 43.1 ms |
| Side fill, wide fan room | 60 ft | 12 ft | 48 ft | 54.7 ms |
| Shallow under-balcony | 70 ft | 20 ft | 50 ft | 56.4 ms |
| Typical under-balcony | 90 ft | 15 ft | 75 ft | 78.7 ms |
| Deep under-balcony | 110 ft | 25 ft | 85 ft | 87.6 ms |
| Mid-room delay ring | 130 ft | 30 ft | 100 ft | 100.9 ms |
| Outdoor delay tower | 160 ft | 35 ft | 125 ft | 123.1 ms |
All figures include a 12 millisecond Haas offset at 68 degrees. Measure both distances to the same seat, chosen in the middle of the area the fill is responsible for, and measure the actual acoustic path rather than the plan view distance: a loudspeaker 20 feet up and 40 feet back is 44.7 feet away, not 40.
How does temperature change the answer?
Sound travels faster in warm air. For an indoor sanctuary this is a refinement, but for an outdoor service where a delay tower is aligned at dawn and used at midday it is a real shift, and for an unheated building in winter it is worth checking.
Sound travels 1,125 feet per second at 68 degrees and 1,087 feet per second at 32 degrees, so a 100 foot path difference shifts by about 3.2 milliseconds across that range.
| Temperature | Speed of sound | Milliseconds per foot | Delay for a 100 ft path difference |
|---|---|---|---|
| 32 F | 1,087 ft/s | 0.920 ms | 92.0 ms |
| 40 F | 1,096 ft/s | 0.913 ms | 91.3 ms |
| 50 F | 1,107 ft/s | 0.904 ms | 90.4 ms |
| 60 F | 1,118 ft/s | 0.895 ms | 89.5 ms |
| 68 F | 1,126 ft/s | 0.888 ms | 88.8 ms |
| 70 F | 1,128 ft/s | 0.886 ms | 88.6 ms |
| 75 F | 1,134 ft/s | 0.882 ms | 88.2 ms |
| 80 F | 1,139 ft/s | 0.878 ms | 87.8 ms |
| 85 F | 1,144 ft/s | 0.874 ms | 87.4 ms |
| 90 F | 1,149 ft/s | 0.870 ms | 87.0 ms |
| 95 F | 1,155 ft/s | 0.866 ms | 86.6 ms |
| 100 F | 1,160 ft/s | 0.862 ms | 86.2 ms |
Across the whole range shown, a 100 foot path difference varies by about 5.8 milliseconds, which is smaller than the Haas offset and therefore rarely audible indoors. Humidity has a much smaller effect than temperature and can be ignored for this purpose. Outdoors, align delay towers at the temperature the service will actually run at.
What delay speakers fix, and what they do not
They fix coverage, not level. A delay loudspeaker exists to reach seats the main system geometrically cannot, typically under a balcony where the overhang blocks the direct path, or beyond the distance at which the mains have run out of level. If every seat already has a clear line to a main loudspeaker at an adequate level, a delay speaker adds nothing but complexity.
They do not fix intelligibility in a reverberant room. This is the expensive mistake. If the words are unclear because the room has a long reverberation time, adding more loudspeakers adds more energy into the same reverberant field and makes the problem worse. Under a balcony this is often the reverse, because the overhang is acoustically dead and a local speaker genuinely helps. In an open reverberant nave, absorption is the answer, not another box. See reverberation time for churches.
Level matters as much as timing. A correctly delayed fill that is too loud still draws attention, because the precedence effect breaks down when the later arrival is substantially louder than the first. Aim to have the fill contribute just enough to restore clarity, typically sitting a few decibels below the main arrival at the listener. Set the delay first, then turn the fill down until it disappears, then stop.
Two delay rings need two delay settings. A long nave with fills at 60 feet and at 120 feet needs each ring timed to the mains independently, not the second timed to the first. Timing ring two to ring one compounds the Haas offset and pushes the rear of the room past the echo threshold.
Where this chart does not apply
It assumes the main system is the reference. Every delay on this page is measured against the arrival from the main loudspeakers. In a room where the platform source is largely acoustic, such as an unamplified choir or organ, the reference is the physical source rather than a loudspeaker, and the measurement starts from the singers.
It does not cover subwoofer alignment. Aligning a subwoofer to the main loudspeakers is a phase problem across a crossover region, not a path difference problem, and it is solved with measurement software rather than a tape measure. The figures here will not help.
It assumes a single coherent main arrival. In a room with widely spaced left and right loudspeakers, a listener under a balcony may be much closer to one than the other, so there is no single main arrival to align to. Time the fill to the nearer main, and accept that the far side will not be perfect.
Plan view distance is not acoustic distance. A loudspeaker flown 20 feet above the listening plane and 40 feet back is 44.7 feet away. Churches routinely measure along the floor and set a delay several milliseconds short. Measure the straight line path from the loudspeaker to the listener’s ears.
It says nothing about the processing you need. Delay has to live somewhere, usually in a loudspeaker processor or in the output section of a digital console. Analogue systems generally need a dedicated processor, and that is a purchase most delay projects forget.
Sources
- Speed of sound at 1,125 feet per second at 68 F and the resulting 0.889 milliseconds per foot, as implemented in this site’s delay calculator
- The precedence effect, commonly called the Haas effect, and the approximately 35 millisecond echo threshold, from established acoustics practice
- Temperature dependence of the speed of sound in air, computed from the ideal gas relationship used in this site’s delay calculator
Frequently asked questions
How do I calculate delay speaker timing?
Measure the distance from the main loudspeaker to a representative listener and the distance from the fill loudspeaker to that same listener. Subtract to get the path difference, multiply by 0.889 milliseconds per foot, then add 10 to 15 milliseconds of Haas offset. A 50 foot path difference gives 44.4 milliseconds plus 12, so about 56 milliseconds.
How many milliseconds per foot does sound travel?
0.889 milliseconds per foot at 68 degrees, because sound travels 1,125 feet per second at that temperature. Read the other way, one millisecond is 1.125 feet. A one foot measurement error is worth under a millisecond and is inaudible, but a ten foot error is worth nearly nine milliseconds and is clearly audible.
Why add extra delay beyond the path difference?
Because exact alignment makes the two arrivals simultaneous, and the ear then places the source somewhere between the platform and the fill loudspeaker. Adding 10 to 15 milliseconds means the main system always arrives first, so the precedence effect localises everything to the platform and the fill loudspeaker becomes inaudible as a source while still doing its job.
How much delay is too much?
Beyond about 35 milliseconds of offset the later arrival separates into an audible echo rather than reinforcing the first, and intelligibility falls sharply. If your calculated total looks far larger than the path difference alone would suggest, recheck the measurement rather than accepting it. The offset should be 10 to 15 milliseconds, not more.
Does temperature really change delay settings?
Indoors, barely. Across the full range from freezing to 100 degrees a 100 foot path difference varies by under six milliseconds, which is smaller than the Haas offset itself. Outdoors it matters more: a delay tower aligned at dawn and used at midday can be several milliseconds out, so align at the temperature the service will actually run at.
Will delay speakers fix poor intelligibility?
Only where the problem is geometric, such as a balcony overhang blocking the direct path. If words are unclear because the room is reverberant, adding loudspeakers pours more energy into the same reverberant field and makes it worse. Treat the room first. Under a balcony the overhang is acoustically dead, which is why fills genuinely help there and not in an open nave.
Researched, not professional advice. This page is compiled from published manufacturer specifications, operator manuals, FCC rules, published standards and owner-review consensus, not hands-on testing. Sound system design, rigging loudspeakers overhead, and any electrical work are jobs for a qualified professional: have flown loudspeakers and their attachment points signed off by a structural engineer or a certified rigger, and have all wiring done by a licensed electrician to your local code. Wireless microphone rules change, so confirm the current FCC position before buying. As an Amazon Associate we earn from qualifying purchases.