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The Coriolis force
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For Visual learners Example using a ball on a carousel: You can try it in the park if you are a Kinematic learner Video from MIT
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Relative acceleration between frames
π = ππβ² + πβ² Calculate the derivative: π π ππ‘ = π£ , π ππβ² ππ‘ = π£ 0 π πβ² ππ‘ = π ππ‘ π β² π β² = ππβ² ππ‘ π β² + π β² π π β² ππ‘ The first term is ππβ² ππ‘ π β² = π£β² The second term exploits the Poisson formula π β² π π β² ππ‘ = π β² π Γ π β² = π Γ πβ² Therefore: π£ = π£ 0 + π£β² + π Γ πβ² Similarly the acceleration can be derived to be π = π 0 + πβ² + π Γ( π Γ π β² )+ π π ππ‘ Γ πβ² +2( π Γ π£β² ) P π O πβ² Oβ
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Camera fixed in the lab, no forces, linear motion
Camera fixed to the rotatory system, fictitious force, parabolic trajectory
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Coriolis force Pressure Low
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Credits: NASA/JPL/Space Science Institute
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