1001Ferramentas
🏛️ Calculators

RT60 Decay (Sabine) for Music

Computes the RT60 decay time in seconds using Sabine V·0.161/A — handy for rehearsal rooms.

Reverberation time RT60 (Sabine): formula and example

RT60 is how long a sound takes (in seconds) to fall 60 dB once the source goes quiet. Sabine wrote it as RT60 = 0.161 · V / A, with V the room volume in m³ and A the total absorption in sabines (add up each surface area times its absorption coefficient). Run a 100 m³ room with 25 sabines through it and you get RT60 ≈ 0.644 s. Where do you usually want to land? A pop recording studio sits below 0.3 s, a classical concert hall around 1.8-2.2 s, and big churches drift out to 3-4 s.

Applications

Acoustic designers lean on RT60 when they size absorbers, diffusers and bass traps for home studios, listening rooms and concert halls. Bach famously wrote with the long reverb of Lutheran churches in mind, and modern halls like Sala São Paulo (RT60 ~1.8 s, adjustable) earn praise for their classical balance. A home theater aims for roughly 0.3-0.4 s so dialogue stays clear, while clubs and karaoke rooms nudge RT60 in a direction that flatters vocals.

FAQ

Is Sabine accurate for very absorbent rooms? Not really. Once a room gets very absorptive (mean coefficient > 0.2), reach for the Eyring or Millington formulas instead.

Why 0.161? The number falls out of the speed of sound (~343 m/s) plus constants that W. C. Sabine pinned down in his Harvard experiments around 1900.

Does RT60 vary by frequency? It does. Bass tends to hang around longer, which is why serious acoustic reports break RT60 out per octave band, from 125 Hz up to 8 kHz.

What's "good" RT60 for vocals? It depends what they're doing. Spoken word wants 0.3-0.5 s, choral music likes 1.5-2.0 s, and opera lands near 1.4 s.

Related Tools

🔊

RT60 Reverberation Calculator

Calculate reverberation time RT60 using Sabine's formula: T = 0.161 · V / A. Useful for studio, room and auditorium acoustics.

🏛️

RT60 Sabine

Enter room volume in cubic metres and total absorption in sabins to get reverberation time in seconds from Sabine's equation, RT60 = 0.161 · V / A.

🎹

Piano Sustained Note Decay Calculator

Computes exponential amplitude decay of a piano note with the sustain pedal released using typical half-life of the note and elapsed time.

🗑️

Landfill Methane Flow (Scholl Canyon)

Computes the methane flow generated by one batch of landfilled waste using the Scholl Canyon first-order decay model, Q = k × L₀ × M × e^(−k×t), where M is the mass of that batch, L₀ is the total methane potential per tonne, k is the annual decay constant and t is the age of the batch. The model assumes generation peaks right after placement and falls exponentially from then on, with k between 0.04 and 0.09 per year in wet climates and L₀ typically 50 to 170 m³ of methane per tonne of wet waste, 170 being the LandGEM default. Since the model is linear in mass, a real landfill is summed batch by batch, each with its own age. Enter the decay constant, the methane potential, the waste mass and the age of the batch.

🎵

Playlist Songs Needed by Duration

Calculates how many songs are needed for a party playlist based on total duration.

🎶

Overtone Harmonic Series Calculator

Computes the first N overtones of a fundamental frequency listing each integer multiple frequency and interval in cents from the fundamental.

The results provided by this tool are for general informational and educational purposes only and do not constitute professional, financial, medical, legal, tax or accounting advice. Always confirm important decisions with a qualified professional and official sources.