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How rooms behave · Fundamentals

RT60 and reverberation time

The one number everyone quotes, what it actually measures, and the target ranges different rooms are designed to.

7 min read8 sourcesChapter 4 of 24

−60 dB0dBRT60 · treateduntreated →level after the source stops · time →

Schematic

Sound level after the source stops. RT60 is the time taken to fall by 60 decibels. In practice the drop is measured over 20 or 30 dB and extended, because background noise hides the bottom of the curve.

Animated illustration of the principle. Not measured data.

Clap your hands in an empty flat and the sound hangs in the air. Do it in a furnished bedroom and it stops almost at once. The difference is reverberation time — how long it takes sound to die away once its source stops — and RT60 is the standard way of putting a number on it.

What the number means

RT60 is the time, in seconds, for sound to decay by 60 dB after the source stops — roughly from loud to inaudible. It was defined by Wallace Sabine over a century ago, and his equation still holds for ordinary rooms: reverberation time is proportional to the room’s volume and inversely proportional to the total absorption in it.

That relationship explains most of what you need to know. Bigger rooms ring longer. Adding absorption shortens the ring. And because absorption is frequency-dependent, so is RT60 — a room can be short at 2 kHz and long at 125 Hz at the same time, which is typical of a room treated mainly with thin porous panels.

Targets by room

There is no universal right answer; the target follows the use. Published guidance, measured at mid frequencies in an unoccupied room, clusters like this:

  • Recording studio control rooms: about 0.2–0.4 s. The room must not add to the mix.
  • Home theatres: about 0.2–0.3 s for typical room sizes, following the critical-listening-room formula in EBU Tech 3276 and ITU-R BS.1116 (about 0.25 s at 100 m³). Clear dialogue, tight bass, and the surround field doing the enveloping.
  • Conference and meeting rooms: about 0.4–0.6 s, and lower for rooms used mainly on video calls. Speech intelligibility for people who may be on a microphone.
  • Lecture halls and speech auditoriums: about 0.7–1.0 s. Enough support to carry an unamplified voice.
  • Multi-purpose halls: about 0.8–1.2 s; where music is the main use, DIN 18041 targets rise with volume, to about 1.4 s at 1,000 m³ and 1.7 s at 5,000 m³, so adjustable elements are common.
  • Concert halls: about 1.7–2.0 s occupied at mid frequencies, where the room is an instrument.

These are ranges from published guides, not a standard. Different sources shift them by a tenth or two; the shape of the pattern is what matters.

Why the whole curve matters

A single RT60 figure hides more than it shows. The measurement is made per octave band, from 125 Hz to 4 kHz at minimum, and the shape across those bands is what determines how a room feels. A flat curve sounds balanced. A curve that rises steeply at low frequencies sounds boomy even if the mid-band number is textbook. A curve that drops sharply at the top sounds dull.

When a target is quoted as one number, ask for the tolerance across bands. German standard DIN 18041, for example, allows the 125 Hz band to run up to about 1.45 times the mid-frequency target, and holds the bands from 250 Hz to 2 kHz within about ±20 % of it.

Small rooms: use with care

Sabine’s equation and the whole idea of a diffuse reverberant field assume a room large enough that sound has mixed thoroughly. Small rooms — most home theatres and control rooms — are mode-dominated at low frequencies, and a low-band RT60 there is often dominated by how long individual modes ring rather than by a diffuse reverberant tail, so read it with care. It is still useful as a comparison before and after treatment, but it should sit alongside a modal analysis rather than replace one.

For integrators and architectsThe numbers, the standards, and what to specify
Sabine
T = 0.161 V / A, with V in m³ and A the total absorption in m² sabins (Σ surface area × absorption coefficient). Eyring’s correction is preferred for rooms with high average absorption.
Measurement
ISO 3382-2 for ordinary rooms; interrupted noise or integrated impulse response, T20 or T30 reported per octave or third-octave band, averaged over enough source–receiver positions for the room and the purpose of the measurement.
Quality of fit
Report the decay curve’s correlation and check for double-slope decays, which indicate coupled volumes or a strong mode. A clean single slope is required for the number to mean anything.
Occupancy
People absorb. Targets are usually stated unoccupied; a hall will measure shorter when full. Design for the occupied state and state which you measured.
Design curve
Specify RT60 per band, not one number. For example (an illustration for one project, not a standard): 0.35 s at 500 Hz–2 kHz, no more than 0.5 s at 125 Hz, and no less than 0.3 s at 4 kHz. Tolerances are what protect against the boomy-and-dead outcome.

What to write into the brief

  • Target RT60 by octave band with tolerances, and the measurement method (ISO 3382-2, positions, T20/T30) named in the brief.

Sources

  1. 01ISO 3382-2:2008 — Measurement of room acoustic parameters, Part 2: Reverberation time in ordinary roomsInternational standard for measuring RT (T20 / T30).
  2. 02Sabine, Collected Papers on Acoustics (Harvard, 1922) — public domainThe original reverberation equation; 0.161 is the modern metric constant.
  3. 03Eyring, “Reverberation time in ‘dead’ rooms”, JASA 1(2A), 1930
  4. 04UK Department for Education — BB93: Acoustic design of schools, performance standards (2015)Mid-frequency RT limits for lecture rooms, drama studios and halls (Table 6).
  5. 05DIN 18041:2016 target formulas, as quoted in Germany’s federal BNB rating system (criterion 3.1.4)RT targets by room volume and use, and the tolerance band across frequency.
  6. 06Beranek, “Aspects of Concert Hall Acoustics” — AES Heyser Memorial LectureThe best halls: occupied RT between 1.7 and 2.0 s.
  7. 07EBU Tech 3276 — Listening conditions for the assessment of sound programme materialControl-room RT: Tm = 0.25 (V/100)^⅓ s, 0.2–0.4 s.
  8. 08Kuttruff, Room Acoustics, 6th ed. (CRC Press, 2016)Standard textbook on room acoustics theory.

External links open in a new tab. Figures quoted in this chapter are taken from these sources; a Science of Sound measurement is only ever presented as one, with its file, date and instrument.

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