13/05/2026
Two machines running at 90 dB each. What is the combined level when both run at the same time?
Most people guess 180 dB.
The answer is 93 dB.
Decibels operate on a logarithmic scale. Doubling the number of identical noise sources adds 3 dB to the overall level, not double the number. And the human ear does not perceive a sound as twice as loud until it is 10 dB higher than the reference. The math that feels intuitive is not the math that governs sound.
This has real consequences in practice. In industrial environments, it means that removing one of ten identical machines barely registers as an improvement. In workplace design, it means that adding a second noise source to an already loud space costs far less perceptually than the first one did. In environmental noise assessments, it determines whether a mitigation measure actually moves the needle or just looks good on paper.
Misunderstanding the scale leads to acoustic treatments that are overspecified in some areas and insufficient where it actually matters. The physics do not care about the budget that went into the wrong solution.
What did you guess before reading the answer? Drop it in the comments. Curious how this one lands with people outside the acoustics world.
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Source: Decibels: The Misconception of Doubling Noise Levels by Prof. Mahavir Singh, PhD IITD