Microphone Placement Calculator
Calculate mic spacing using the 3:1 rule and stereo pair configurations.
About this calculator
This calculator applies a few well-established multi-microphone and stereo-pair conventions to your source distance and desired stereo width. 3:1 Rule Distance is Source Distance multiplied by 3, reflecting the classic multiple-microphone technique for avoiding comb-filtering phase cancellation: a second (or additional) microphone should sit at least three times farther from the first mic's sound source than that first mic itself is, so its contribution to the mix is quiet enough that the resulting phase interference is inaudible. Min Multi-Mic Spacing applies the same 3:1 relationship whenever Number of Mics is more than one. ORTF Spacing is a fixed 17 cm regardless of your other inputs, matching the standard ORTF stereo technique (developed by French broadcaster ORTF) of two cardioid capsules spaced 17 cm apart at a 110-degree angle between them.
Spaced Pair Distance instead scales with both Source Distance and Desired Stereo Width, computing the physical spacing needed between two microphones so their pickup pattern covers the requested stereo image width -- a wider desired image needs mics spaced farther apart at a given source distance, up to a practical cap of 20 ft, since the underlying trigonometry would otherwise diverge toward an unbounded spacing as Desired Stereo Width approaches its 180-degree maximum. X/Y Capsule Angle clamps Desired Stereo Width into the 90-135 degree range conventionally used for coincident X/Y stereo pairs. Direct-to-Reverb Index is a simplified, unitless proxy that falls off with the square of Source Distance -- it is not a substitute for a real critical-distance measurement, which depends on room reverberation time and volume as well as distance, so treat it as a rough directional indicator rather than an acoustic measurement of your actual room.
Inputs
Results
3:1 Rule Distance
3 ft
≈ 6 smartphones
How to Use This Calculator
- Enter Source Distance, Number of Mics, and Desired Stereo Width.
- Review the 3:1 Rule Distance (ft) result.
- Use Spaced Pair Distance (ft) and ORTF Spacing (cm) to inform your decision.
How the result changes with Source Distance
| Source Distance | 3:1 Rule Distance |
|---|---|
| 0.5 | 1.5 ft |
| 0.75 | 2.3 ft |
| 1.5 | 4.5 ft |
| 2.5 | 7.5 ft |
What each input means
- Source Distance
- Distance from the sound source to the nearest microphone.
- Number of Mics
- Total number of microphones being used.
- Desired Stereo Width
- Desired stereo image width in degrees.
How this is calculated
Worked example, using the default values
- Identify Input ParametersSource Distance = 1, Number of Mics = 2, Desired Stereo Width = 90 = 3 input(s) provided
- Calculate 3:1 Rule Distance3:1 Rule Distance3 = 3
- Calculate Spaced Pair DistanceSpaced Pair Distance2 = 2
- Calculate ORTF SpacingORTF Spacing17 = 17
Engine last updated . Checked against 3 independently-derived tests — how we verify calculators. Built by Paul Gunder, a software engineer, not a licensed financial, medical, or legal professional.
Frequently Asked Questions
Why does Min Multi-Mic Spacing use the same formula as 3:1 Rule Distance?
Both apply the same multiple-microphone 3:1 guideline -- a second (or additional) microphone should sit at least three times its own distance-to-source away from the first mic to keep phase cancellation from combing the sound. Min Multi-Mic Spacing only shows a nonzero value when Number of Mics is more than one, since the guideline only applies once there's a second microphone whose relative phase could interfere with the first.
Why is ORTF Spacing always 17 cm no matter what I change?
ORTF Spacing reports a fixed technique specification, not a calculation from your inputs -- the ORTF stereo miking method defines two cardioid microphone capsules 17 cm apart at a 110-degree angle as its standard configuration. Source Distance, Number of Mics, and Desired Stereo Width don't change this figure because it describes the physical mic-pair geometry the technique specifies, not something derived from your recording distance.
How does Desired Stereo Width change Spaced Pair Distance?
Spaced Pair Distance widens as Desired Stereo Width increases, because a wider target stereo image requires the two microphones to be physically farther apart relative to the sound source -- the calculator uses the tangent of half the requested angle scaled by Source Distance, so both a farther source and a wider desired image push the required mic spacing up. That relationship is only meaningful up to a point, though: as Desired Stereo Width climbs toward its 180-degree maximum, the tangent term grows without bound, so the result is capped at 20 ft -- a practical outer bound for even the widest professional spaced-pair setups (e.g. extended orchestral arrays), beyond which the raw trigonometry no longer describes a workable microphone position.
Is the Direct-to-Reverb Index an accurate measurement of my room?
No -- it's a simplified inverse-square proxy based only on Source Distance, not a real measurement of your room's reverberation characteristics, and it isn't a percentage: it has no fixed 0-100 scale and can read well above 1 at short source distances. The actual point where direct and reverberant sound energy are equal (the "critical distance") depends on room volume, surface absorption, and reverberation time as well as source distance, none of which this calculator collects. Treat this output as a rough directional indicator, not a substitute for measuring or modeling your actual room.
Why does X/Y Capsule Angle sometimes not match my Desired Stereo Width exactly?
X/Y Capsule Angle clamps your Desired Stereo Width into the 90-135 degree range conventionally used for coincident X/Y stereo pairs, since capsule angles outside that band are not typical for the X/Y technique. If you enter a Desired Stereo Width below 90 or above 135 degrees, X/Y Capsule Angle will show 90 or 135 respectively rather than your exact requested figure.
Related Calculators
The questions that sit next to this one — chosen by subject, including calculators filed under a different category.
Acoustic Panel Calculator
Calculate the number of acoustic panels needed for room treatment.
Audio EngineeringRoom Acoustics Calculator
Calculate RT60 reverb time and room modes from room dimensions.
Audio EngineeringSpeaker Placement Calculator
Calculate optimal speaker positions for stereo and surround setups.
More in Creative, Media & Design.