Reverberation Time Calculator
Calculate reverberation time (RT60) using Sabine's formula: RT60 = 0.161 × V / A. Enter room length, width, and height, then add surfaces with material types to compute acoustic decay time. Compare against typical ranges for recording studios, home theaters, classrooms, offices, and concert halls.
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Typical RT60 Ranges
Reverberation Time (RT60): A Complete Guide to Room Acoustics
Reverberation time, commonly expressed as RT60, is one of the most fundamental parameters in architectural acoustics. It describes how long it takes for sound energy in a room to decay by 60 decibels after the sound source stops. A short RT60 produces a dry, intimate acoustic environment suited to speech clarity and recording studios. A long RT60 creates a lush, reverberant quality valued in concert halls and cathedrals. Understanding and controlling RT60 is central to the design of any space where sound quality matters.
What Is RT60?
RT60 stands for Reverberation Time — specifically, the time in seconds required for the sound pressure level in a room to fall by 60 dB after the source ceases. The 60 dB threshold was chosen because it corresponds to the practical limit of audibility: a sound that was initially loud enough to be clearly heard at a typical level becomes inaudible as it decays to the room noise floor.
Reverb is caused by the repeated reflection of sound waves off walls, floors, ceilings, and objects within a room. Each reflection carries slightly less energy than the previous one, because absorptive surfaces convert some sound energy into heat. The rate of energy decay determines RT60: rooms with many absorptive surfaces (carpets, acoustic panels, upholstered furniture) have short RT60 values, while rooms with reflective surfaces (concrete, glass, tile) have long RT60 values.
Sabine's Formula
In the early 1900s, Wallace Clement Sabine — considered the founder of architectural acoustics — derived an empirical formula relating RT60 to room volume and total acoustic absorption: RT60 = 0.161 × V / A. In this formula, V is the room volume in cubic meters, A is the total absorption in sabins (m²), and 0.161 is a constant derived from the speed of sound in air at room temperature and the natural logarithm relationships of energy decay.
The absorption A is calculated as the sum over all surfaces: A = Σ(αᵢ × Sᵢ), where αᵢ is the Sabine absorption coefficient of surface i (a dimensionless value from 0 to 1) and Sᵢ is the area of that surface in m². An absorption coefficient of 0 means a perfectly reflective surface, while α = 1.0 means a completely absorptive surface (an open window is the classic example). Typical materials range from α ≈ 0.02 for smooth concrete to α ≈ 0.90 for fiberglass insulation panels.
Absorption Coefficients by Material
The absorption coefficient α varies significantly with frequency — most materials absorb more at high frequencies than at low frequencies. For practical room acoustic calculations, mid-frequency values (typically measured at 500 Hz or averaged over the 250–2000 Hz octave bands) are commonly used as a representative figure. Concrete and brick are among the least absorptive common building materials, with α values of 0.02 and 0.03 at mid-frequencies. Glass has α ≈ 0.04, and plaster sits at α ≈ 0.05.
Soft furnishings introduce meaningful absorption. Thin carpet may reach α ≈ 0.20 at mid-frequencies, while thick carpet with a pad can achieve α ≈ 0.55. Heavy curtains provide α ≈ 0.50. Dedicated acoustic treatment products — acoustic ceiling tiles (α ≈ 0.70), acoustic foam (α ≈ 0.80), and fiberglass insulation panels (α ≈ 0.90) — provide the highest absorption per unit area. The placement and coverage of absorptive materials significantly affects both the total absorption and the spatial distribution of the reverberant field.
Ideal RT60 by Room Type
Different uses require different reverberation times. Recording studios benefit from very short RT60 values (0.2–0.4 seconds) for clean, controlled sound capture. Home theaters typically target 0.3–0.5 seconds to balance dialogue clarity with cinematic immersion. Classrooms are recommended to stay within 0.4–0.6 seconds for speech intelligibility, and offices function well at 0.5–0.8 seconds.
Concert halls optimized for orchestral music traditionally fall in the 1.5–2.5 second range, with some historic European halls reaching even longer. Cathedrals and large worship spaces may have RT60 values from 2.0 to 6.0 seconds or more, creating the distinctive reverberant quality associated with choral music and organ recitals.
Limitations of Sabine's Formula
Sabine's formula assumes a diffuse sound field — meaning sound energy is uniformly distributed throughout the room and reflections arrive from all directions with equal probability. This assumption holds reasonably well in large, reverberant rooms with relatively low absorption. In highly absorptive rooms (recording studios with extensive treatment), Sabine's formula tends to overestimate RT60.
For rooms with high average absorption, the Eyring formula provides a more accurate result: RT60 = −0.161 × V / (S_total × ln(1 − ᾱ)), where ᾱ is the mean absorption coefficient and S_total is the total surface area of the room. At low absorption levels, the Eyring formula converges to Sabine's formula. Additional corrections for air absorption become important in large spaces at high frequencies.
How to Control RT60
To reduce RT60, increase total absorption by adding carpet, acoustic ceiling tiles, fabric-wrapped absorption panels, or heavy drapes. Doubling the absorption halves the RT60. Rooms that start with very high RT60 (concrete gymnasium, empty auditorium) can be significantly improved with relatively modest treatment. Professional studios often require purpose-built acoustic panels, bass traps, and diffusers.
To increase RT60, reflective surfaces can be added or absorptive materials removed. Some concert halls include variable acoustics systems — motorized absorptive panels or adjustable curtains — that allow RT60 to be tuned for different performance types.
Measuring RT60 in Practice
RT60 is measured using an impulse or interrupted noise method. A loud impulsive sound (a starter pistol, balloon burst, or calibrated loudspeaker) is produced, and the subsequent decay is recorded with a calibrated microphone. Acoustic analysis software plots the energy decay curve and calculates the RT60 by linear regression. Because measuring a full 60 dB decay is sometimes impractical in noisy environments, related measures like T20 and T30 are often used as extrapolated substitutes.
Modern building acoustic standards often require RT60 measurements across multiple octave bands (125 Hz to 4 kHz) at multiple receiver positions. Room acoustic simulation software can predict RT60 before a building is constructed, allowing architects and acoustic consultants to optimize designs without physical prototyping.
Frequently Asked Questions
What does RT60 mean?
RT60 (Reverberation Time) is the time in seconds it takes for sound to decay by 60 dB after the source stops. It measures how reverberant a room is. A short RT60 (0.2–0.5 s) means sound dies away quickly, typical of recording studios. A long RT60 (1.5–2.5 s) means sound lingers, characteristic of concert halls and cathedrals.
What is Sabine's formula?
Sabine's formula is RT60 = 0.161 × V / A, where V is the room volume in cubic meters and A is the total acoustic absorption in sabins (m²). A is calculated as the sum of each surface's area multiplied by its absorption coefficient α. The formula was derived empirically by Wallace Sabine around 1900 and assumes a diffuse sound field.
What is an absorption coefficient?
An absorption coefficient (α) is a dimensionless number from 0 to 1 describing what fraction of incident sound energy a material absorbs rather than reflects. Concrete has α ≈ 0.02 (mostly reflective), while fiberglass insulation can have α ≈ 0.90 at mid-frequencies. Values are typically reported at 500 Hz or as averages across mid-frequency bands.
What is a sabin?
A sabin (named after Wallace Sabine) is the unit of acoustic absorption. One sabin equals the absorption of one square meter of a perfectly absorptive surface (α = 1.0). Total room absorption in sabins is A = Σ(αᵢ × Sᵢ), the sum of each surface's absorption coefficient multiplied by its area in m².
How do I reduce the reverb time in a room?
To reduce RT60, add more absorptive material. Effective options include thick carpet (α ≈ 0.55), heavy curtains (α ≈ 0.50), acoustic ceiling tiles (α ≈ 0.70), and dedicated acoustic foam panels (α ≈ 0.80). Doubling the total absorption in a room cuts the RT60 in half.
Does RT60 vary with frequency?
Yes. Most materials absorb more sound at high frequencies than at low frequencies, so RT60 is typically longer at low frequencies. This is why bass traps are used in recording studios to add low-frequency absorption and balance the RT60 across the frequency spectrum.
What is the difference between Sabine's and Eyring's formula?
Sabine's formula works well when average absorption is low (ᾱ < 0.3). Eyring's formula is more accurate for highly absorptive rooms. In practice, both give similar results for typical rooms; the Eyring formula is preferred when modeling studios with extensive acoustic treatment.
Why is RT60 important for recording studios?
In recording studios, a short RT60 (0.2–0.4 s) ensures that recorded sounds are clean and dry, without unwanted room reverb smearing the audio. Excessive room reverb makes it harder to mix tracks cleanly. Studios use acoustic panels, bass traps, carpet, and diffusers to control RT60 precisely.