RoomTreat

Glass absorption coefficient

Ordinary window glass absorbs α 0.35 at 125 Hz and almost nothing above it — NRC 0.15. That first number is larger than 50 mm mineral wool (0.15), larger than 50 mm acoustic foam (0.08), and larger than a heavy curtain (0.14). The window you were planning to cover is one of the better bass absorbers in an untreated room — and one of the worst surfaces you own everywhere else. Coefficients come straight from our sourced absorption database. We don't sell panels or glazing.

The short version

Glass and hard-surface absorption coefficients by octave band

Material 125 Hz250 Hz500 Hz1k Hz2k Hz4k Hz NRC
Ordinary window glass 0.350.250.180.120.070.04 0.15
Heavy plate glass 0.180.060.040.030.020.02 0.05
Gypsum board (12 mm on studs) 0.290.100.050.040.070.09 0.05
Brick, unglazed 0.030.030.030.040.050.07 0.05
Marble or glazed tile 0.010.010.010.010.020.02 0.00

Random-incidence values measured per ISO 354 / ASTM C423, rendered from the same rows that feed the database and its CSV and JSON downloads. Planning estimates — check a manufacturer's datasheet for a specific unit.

Glass absorbs bass, not treble — the opposite of foam

This is the whole point of the page. Read the 125 Hz column against the 2k Hz column for the same materials:

Material 125 Hz 2 kHz Overtakes glass at
Ordinary window glass (this page) 0.35 0.07
Mineral wool, 50 mm, on wall 0.15 1.00 250 Hz
Open-cell acoustic foam, 50 mm 0.08 0.95 250 Hz (tie)
Fabric-wrapped panel, 50 mm 0.16 1.00 250 Hz
Carpet, heavy, on foam pad 0.08 0.71 500 Hz
Curtains, heavy, deep folds 0.14 0.70 250 Hz

Every one of those materials is bought to absorb sound, and at 125 Hz 5 of the 5 are beaten by a pane of ordinary window glass. The crossover column is computed by comparing the two rows band by band, not asserted: each thin absorber overtakes glass somewhere between 250 Hz and 500 Hz and then leaves it far behind — 50 mm mineral wool reaches α 1.00 at 1 kHz where glass is at 0.12.

So the two are not competing. Glass contributes a little absorption in the one band that thin porous panels cannot reach, and nothing in the range those panels are actually for.

Why: panel resonance, not porosity

Glass has no open pores, so it cannot absorb the way wool or foam does — there is nowhere for air to move and lose energy to friction. What a window does instead is flex. A pane held in a frame is a limp panel with air behind it, and low-frequency sound drives it into motion; some of that energy is lost in the pane and the frame instead of being reflected back into the room. It is the same mechanism that makes gypsum board on studs the other unexpected bass absorber in a small room — glass is at α 0.35 at 125 Hz where drywall is at 0.29.

Because the mechanism is resonance rather than porosity, adding mass makes it worse, which is the counter-intuitive result in the table above. Heavy plate glass is α 0.18 at 125 Hz against 0.35 for an ordinary pane: a heavier panel resonates lower and more reluctantly, so less of the 125 Hz band is absorbed. The thicker window is the better barrier and the poorer absorber.

NRC 0.15 hides all of it

NRC averages the 250, 500, 1000 and 2000 Hz coefficients and rounds to the nearest 0.05. Glass's only meaningful absorption sits at 125 Hz — the one band NRC does not look at — so the rating comes out at 0.15, and heavy plate glass at 0.05, the same as unglazed brick (0.05). By NRC alone a window and a brick wall are indistinguishable. They are not: at 125 Hz the window absorbs 0.35 and the brick 0.03. If you are comparing hard surfaces, read the 125 Hz coefficient and ignore the NRC — the reason why is on the NRC page.

What one real window is worth, in sabins

Coefficients are ratios; what a room responds to is absorption area, A = S × α, measured in sabins. Here is a single 2 m² window against the same 2 m² covered in each thin treatment:

2 m² of… 125 Hz250 Hz500 Hz1k Hz2k Hz4k Hz
Ordinary window glass 0.700.500.360.240.140.08
Mineral wool, 50 mm, on wall 0.301.101.802.002.002.00
Open-cell acoustic foam, 50 mm 0.160.501.201.801.901.96
Fabric-wrapped panel, 50 mm 0.321.101.902.002.001.96
Carpet, heavy, on foam pad 0.160.481.141.381.421.46
Curtains, heavy, deep folds 0.280.701.101.441.401.30

Sabins, computed from the coefficients above at 2 m². The window supplies 0.70 sabins at 125 Hz — more than the same area of 50 mm foam (0.16) or 50 mm wool (0.30) — and 0.14 at 2 kHz where the foam supplies 1.90. Feed either figure into the RT60 calculator as a surface and the per-band effect on reverberation time follows directly.

Absorption is not isolation — and double glazing is where that bites

Everything above is about sound inside the room. The question most people actually arrive with is about sound coming in, and glazing has a well-known failure mode there that is worth computing rather than asserting.

Two panes with a sealed air gap behave as a mass–air–mass system: the two glass leaves are the masses, the trapped air is the spring. At its resonant frequency the assembly transmits sound more readily than a single pane of the same total weight. The standard approximation is:

f₀ ≈ 60 √( (m₁ + m₂) ÷ (m₁ · m₂ · d) )

with surface masses m in kg/m² and cavity depth d in metres. Taking soda-lime glass at a nominal 2500 kg/m³, a 4 mm pane is 10.00 kg/m² and a 6 mm pane 15.00 kg/m²:

Build-up Cavity m₁ + m₂ (kg/m²) f₀
Sealed double glazing, 4 mm + 4 mm 12 mm 20.00 245 Hz
Sealed double glazing, 4 mm + 6 mm 16 mm 25.00 194 Hz
Secondary glazing, 4 mm + 4 mm 100 mm 20.00 85 Hz
Secondary glazing, 4 mm + 6 mm 150 mm 25.00 63 Hz
Secondary glazing, 6 mm + 6 mm 200 mm 30.00 49 Hz

Computed from the formula above, not from a datasheet. The pattern is the useful part: sealed thermal double glazing puts its weak point near 245 Hz, in the middle of the speech range, which is why a well-insulated modern window can still let a conversation or a television through clearly. What moves f₀ down is the gap, not the glass — secondary glazing with a 200 mm cavity reaches about 49 Hz, below most of what you are trying to keep out. A sealed unit optimised for heat and a secondary pane optimised for noise are different products, and the arithmetic above is the reason.

Assumptions stated so they can be checked: sealed cavity, limp panels, no absorption in the reveal, nominal glass density 2500 kg/m³. Real units vary with laminated interlayers, gas fill and frame construction, all of which shift f₀ and add damping. Sources: Bies & Hansen, Engineering Noise Control; Cox & D'Antonio, Acoustic Absorbers and Diffusers.

What this means for treating your room

Plan the rest of your room

Windows are a fixed constraint rather than a lever — the useful move is to account for them and treat what you can reach. Size that treatment with the acoustic panel calculator, then check it against a reverberation target with the RT60 calculator, which lets you enter the glass as its own surface and see the per-band effect of a large window directly. If the complaint is boom rather than echo, find the problem frequencies first with the room mode calculator.

Frequently asked questions

What is the absorption coefficient of glass?

For ordinary window glass the sourced octave-band coefficients are α 0.35 / 0.25 / 0.18 / 0.12 / 0.07 / 0.04 at 125 / 250 / 500 / 1000 / 2000 / 4000 Hz, giving an NRC of 0.15. The curve runs the opposite way to every porous absorber: highest in the bass and falling steadily with frequency. Heavy plate glass is lower again at 0.18 at 125 Hz, NRC 0.05.

Does glass absorb sound?

Only bass, and only because the pane flexes. At 125 Hz ordinary window glass is α 0.35 — higher than every one of the 5 thin treatments compared on this page, including 50 mm mineral wool (0.15) and 50 mm acoustic foam (0.08). Above 250 Hz it absorbs almost nothing (α 0.18 at 500 Hz, 0.07 at 2 kHz) and behaves as the hard reflector everyone assumes it is.

Why does thicker glass absorb less bass than thin glass?

Because the absorption comes from the pane resonating, and resonance is governed by mass. Ordinary window glass is α 0.35 at 125 Hz; heavy plate glass is 0.18 — roughly half. Adding mass lowers and damps the panel's resonant frequency, moving it away from the 125 Hz measurement band, so the heavier pane scores lower even though it is the better sound barrier. Absorption and isolation pull in opposite directions here, exactly as they do for gypsum board.

Does double glazing block sound?

Less than most people expect, and there is a computable reason. Two panes separated by a sealed cavity form a mass-air-mass resonator with a frequency f₀ ≈ 60 √((m₁+m₂)/(m₁m₂d)). For typical sealed double glazing (4 mm + 4 mm, 12 mm cavity) that lands near 245 Hz — inside the speech range, which is where the unit is at its worst at keeping noise out. Widening the gap is what fixes it: secondary glazing with a 150–200 mm cavity pushes f₀ down to roughly 49 Hz, below most of the noise you are trying to exclude. Thermal double glazing is optimised for heat, not for sound.

Why does a room with big windows sound echoey?

Because glass is reflective everywhere above the bass. At 500 Hz to 4 kHz — where speech intelligibility and flutter echo live — window glass runs α 0.18 down to 0.04, close to marble tile (0.01 at 500 Hz). A large window is effectively a hard wall for the whole range you hear as "echo", while quietly helping in a band you were not complaining about.

Should I put acoustic panels over my window?

Rarely, and not for the reason usually given. Covering a 2 m² window with 50 mm mineral wool would add 1.80 sabins at 500 Hz where the glass gives 0.36 — a real gain — but it also removes 0.70 sabins of 125 Hz absorption and replaces it with only 0.30. You would be trading away bass absorption you already own for mid-band absorption you could have obtained on any other wall. Treat the reflective surfaces you can reach first, and use heavy curtains if the window itself is the problem.

Related material guides

Sources for the coefficient rows on this page: Standard architectural-acoustics coefficient tables (ISO 354 / ASTM C423 measured).

What the numbers mean: what is the sound absorption coefficient? · New here? Start with Acoustic Treatment 101 · Browse all material absorption data · See our methodology & sources.