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Angular motion - Coggle Diagram
Angular motion
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- ( a_n = r\omega^2 = \frac{v^2}{r} )
- Normal (centripetal) acceleration ((a_n)) is related to angular velocity ((\omega)) and linear velocity ((v)), depending on the radius ((r)).
- Tangential acceleration ((a_t)) is related to angular acceleration ((\alpha)) by the radius ((r)).
- Linear velocity ((v)) is related to angular velocity ((\omega)) by the radius ((r)).
- Linear displacement ((s)) is related to angular displacement ((\theta)) by the radius ((r)).
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definition
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angular acceleration
The angle through which an object moves on a circular path.
It measures the change in the angular position of an object and is typically measured in
SI unit
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Linear Displacement (s)
SI Unit = meter (m)
Linear Acceleration (a)
SI Unit = meter per second squared (m/s²)
Time (t)
SI Unit = second (s)
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