Sones to decibels: the conversion chart

1 sone ≈ 40 dB — roughly a quiet refrigerator. Perceived loudness doubles every 10 dB, so the conversion is: dB ≈ 40 + 10 × log₂(sones). That makes 0.5 sones ≈ 30 dB, 2 sones ≈ 50 dB, and 4 sones ≈ 60 dB.

Sones are a linear loudness scale: 2 sones genuinely sounds twice as loud as 1 sone. Decibels are logarithmic, which is why the conversion isn't a simple multiplication. The table below maps the sone ratings you'll see on bathroom fans and range hoods to approximate dBA values and everyday sounds.

Sones≈ dBASounds like
0.323Threshold of a very quiet bedroom; effectively inaudible
0.530Rustling leaves; a whisper at 2 meters
0.735Very soft background hum
140A quiet modern refrigerator in the next room
1.546Soft rainfall on a roof
250A quiet office; light traffic at a distance
356A television at low volume
460Normal conversation at 1 meter
666A loud conversation; older bathroom fans
870A vacuum cleaner at a distance

Important caveats on the conversion

There is no exact sones↔dB formula: sones are measured with a loudness model (ISO 532) that accounts for how human hearing weighs different frequencies, while dBA applies a fixed frequency weighting. The figures above (and the ≈dBA values shown throughout QuietScore) use the standard approximation that 1 sone = 40 phon and loudness doubles per 10 phon. Treat them as a guide, accurate to within a few dB for typical fan noise. The sones figures themselves are exact certified lab measurements — when comparing two fans, always compare sones directly.

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