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Coriolis Effect

About this simulation

This model shows why moving objects appear to curve on a rotating Earth. Seen from outside the ball flies straight, but the turntable under it stands for the turning ground, so the path bends right in the northern hemisphere, left in the southern hemisphere and not at all at the equator. Students set latitude from -90 to 90 degrees and launch speed from 100 to 1000 m/s, show the deflection force arrow and press Launch again. Readouts give the real deflection for a 20 km shot, flight time, Coriolis parameter and the rate the ground turns. It links to weather and ocean currents.

What students can explore

  • Set Latitude to 45 and press Launch again, then repeat at -45 and compare the curve direction.
  • Set Latitude to 0 and check that the path stays straight.
  • Move Latitude to 90 and read the Ground turns at readout.
  • Raise Launch speed and watch how the Deflection (20 km shot) value changes.
  • Turn Show deflection force off and describe the curve from the path alone.

Learning objectives

  1. 1Explain that the Coriolis effect comes from Earth's rotation.
  2. 2Predict the deflection direction in the northern and southern hemispheres.
  3. 3Describe how the effect depends on latitude and is zero at the equator.
  4. 4Connect the effect to the spin of hurricanes and the paths of winds.

Questions teachers ask

Is the Coriolis effect simulation free?

Yes. It is free and runs in any modern browser, including interactive whiteboards and tablets. No sign-up or download is needed.

Which way does the Coriolis effect deflect things?

To the right in the northern hemisphere and to the left in the southern hemisphere. At the equator there is no deflection, because the local ground does not turn around a vertical axis.

How do I try it?

Set a Latitude and Launch speed, then press Launch again. The ball flies straight in space, but the turntable turns beneath it so the path bends. Read the Deflection value afterward.

Why is the turntable spinning so fast?

Its spin is sped up about 1500 times so the bend is visible in seconds. The deflection readout, however, is the real value for a 20 km shot on Earth, which is small.

Embed this simulation

Drop it into your LMS, blog, or class site — free.

<iframe src="https://kiwibee.io/en/simulations/coriolis-effect-3d-simulation/embed" title="Coriolis Effect | KiwiBee" loading="lazy" allowfullscreen style="width:100%;height:min(70vh,620px);min-height:420px;border:0;border-radius:16px"></iframe>

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