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Fans and blowers

Fan laws: what a change in speed does to flow, pressure, power and bearing load

Three simple laws and one efficiency formula tell you how a fan behaves when speed changes, and why bearings feel it before anything else.

The three laws

For one fan in one system, a change in speed n changes everything else in a fixed way. Flow goes up in proportion to speed. Pressure goes up with the square of speed. Power goes up with the cube of speed.

What it means in numbers

Speed changeFlowPressurePowerUnbalance force
+10%+10%+21%+33%+21%
+20%+20%+44%+73%+44%
-10%-10%-19%-27%-19%
-20%-20%-36%-49%-36%

Why bearings care

Estimating fan efficiency

Efficiency is the useful air power divided by the power into the motor: total pressure in pascals times flow in cubic metres per second, divided by 1,000 times the power in kilowatts. A fan that draws far more power than its pressure and flow explain may have an impeller problem or leakage, and unusually high power with the same flow loads the bearings through extra belt pull or coupling torque.

Fan noise follows speed

Sound power changes with speed by about 60 times the base-10 logarithm of the speed ratio. A 10% speed rise adds about 2.5 dB. Noise that rises faster than that, or changes tone, is worth a vibration check.

Using this

Takeaway. Speed changes hit pressure by the square and power by the cube. Recalculate thrust and unbalance load whenever a fan speed changes.
Put it to work in the tool

Related reading

Which fan, which dutyFans above 60 °CWhy fan bearings fail early
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