AP® Environmental Science · Unit 7 · Topic 7.8

Noise Pollution

Noise pollution is unwanted sound loud or constant enough to disrupt animals and people, measured on the decibel scale, where every 10 decibel increase means a tenfold jump in sound intensity.

Sound is energy moving as pressure waves, and like light, it spreads out and loses intensity as it travels away from its source. We measure that intensity in decibels, but the decibel scale is logarithmic, not linear. Each increase of 10 decibels represents a tenfold increase in actual sound intensity. So the jump from 50 to 60 decibels is not a small step up, it is ten times more intense, and a jump from 50 to 70 decibels is a hundredfold increase. This matters for pollution because sources like ships, highways, and airports can push ambient noise up by what sounds like a modest number of decibels but is actually a massive increase in acoustic energy.

For wildlife, this matters most through communication. Many marine mammals, whales especially, rely on low frequency sound to find mates, locate food, and coordinate over huge distances underwater, where sound travels far faster and farther than in air. Shipping traffic raises the background noise level across entire ocean basins. As that background rises, an animal's effective communication range shrinks, because its call has to stand out above a louder floor of noise. Doubling shipping noise does not just make things twice as hard; given the logarithmic scale, it can shrink usable communication range dramatically, forcing animals to call louder, call more often, or abandon an area altogether.

This topic closes out the unit on atmospheric and environmental pollution by shifting from chemical pollutants to physical energy as a pollutant. Like smog or acid deposition, noise pollution is a byproduct of transportation and industry, and its impact depends on dose, distance, and the sensitivity of the receiver, the same logic used throughout the unit.

Key terms

Decibel (dB)
A logarithmic unit used to measure sound intensity relative to a reference level.
Logarithmic scale
A scale where each equal step represents a multiplicative, not additive, change in the underlying quantity.
Sound intensity
The amount of acoustic energy passing through a given area, which decibels are used to express.
Communication range
The maximum distance over which an animal's call can be detected above background noise.

Watch it explained

  1. How it worksWalk me through sound spreading out and fading with distance on a decibel scale.
  2. Worked exampleFind how many times more intense a 90 decibel sound is than a 60 decibel one.
  3. Going furtherWhat happens to a marine mammal's communication range as shipping noise doubles?
  4. Common mistakeWhy isn't a 10 decibel rise only a small change in how loud something is?

Check yourself

Your turn1 of 2
One sound measures 98 decibels and another measures 56 decibels. Using the fact that the decibel scale is logarithmic, with each 10 decibel increase representing a tenfold increase in sound intensity, find how many times more intense the 98 decibel sound is.

End of topic.