Mechanics of particles and systems Definition
Coriolis force
Builds on Fictitious forceRotating reference frameAngular velocityVelocity
Definition
Let a rotating reference frame have angular velocity , expressed in the axes of the frame. Let a particle of mass have velocity relative to the rotating frame, also in those axes. The Coriolis force on the particle is It is one of the terms of the fictitious force in the rotating frame.
Remarks
Example: on the Earth the angular speed is rad/s; take a body at the North Pole moving horizontally with speed m/s. There is vertical, so the Coriolis force is horizontal, perpendicular to and to the right of the motion, and its size per unit mass is m/s. Non-example: the centrifugal force is a fictitious force but not the Coriolis force. It depends on the position and not on the velocity, and it acts even on a body at rest in the frame, where the Coriolis force is . Since , the Coriolis force does no work. A body moving parallel to feels no Coriolis force.
Reading path
To understand this page from the ground up, read these 26 pages in order. The foundations come first.
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- Cross product concept
- Derivative concept
- Euclidean space object
- Euclidean vector concept
- Identity matrix object
- Matrix definition
- Ordinary differential equation concept
- Vector space definition
- Velocity concept
- Classical mechanics concept
- Square matrix definition
- Transpose definition
- Linear map definition
- Momentum concept
- Inertial frame of reference concept
- Orthogonal matrix definition
- Multilinear map definition
- Newton's laws of motion statement
- Orthogonal group object
- Alternating multilinear map definition
- Determinant definition
- Special orthogonal group object
- Angular velocity concept
- Rotating reference frame concept
- Fictitious force concept
- Coriolis force definition
Further reading
About this page
| Tag | PQPECN7X33 |
|---|---|
| URI | m2://PQPECN7X33 |
| Kind | definition |
| Writing | W0 stub |
| MSC | 70B05, 70A05 |
| Defines | Coriolis force |
| Uses | Fictitious force, Rotating reference frame, Angular velocity, Velocity |
| Changed | 3 November 2026 |
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