Centrifugal acceleration at 20 cm–
Globule speed in the bowl–
Time to cross a 0.5 mm disc gap–
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Centrifugal acceleration

A spinning bowl creates an acceleration of omega squared times r, where omega is the spin rate in radians per second and r is the distance from the axis. Divided by g, it says how many times stronger than gravity the separating force is. At 5,400 rpm and 20 cm it is about 6,500 times gravity.

The scene spins far slower than the real bowl so you can follow it.

Try it: set the globule to 1 µm and the speed to 3,000 rpm. Crossing one disc gap now takes several seconds, so small globules escape into the skim. Raise the speed to 7,000 rpm and the time drops more than fivefold.

Stokes settling

A small sphere in a viscous liquid moves at Stokes' speed: v = 2/9 x radius squared x density difference x acceleration / viscosity. The model uses a density difference of 110 kg/m³ between skim and fat and a skim viscosity of 1.5 mPa·s, rounded teaching values. Because speed grows with the square of the radius, large globules separate easily and the smallest ones are the ones lost to skim.

How to cite this model

Avid Solutions International. (2026, November 11). How a cream separator splits milk [Interactive 3D model]. Avid Field Lab. https://avidsolutionsintl.com/explore/cream-separator

Last updated November 11, 2026

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