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Centripetal Force
Summary
- Circular motion in which the speed is constant is called uniform circular motion.
- A centripetal acceleration …
- occurs whenever a moving object changes direction
- does not change the speed of an object
- acts at right angles to the velocity at any instant
- is directed toward the center of a circle
- A centripetal force …
- is the force that makes a moving object change direction
- is not a particular force, but the name given to the net force responsible for circular motion
- acts at right angles to the velocity at any instant
- is directed toward the center of a circle
- Directions in circular motion:
- Velocity is tangential (lies on a tangent to the path).
- Centripetal acceleration and centripetal force are radial (point toward the center of a circle).
- Centripetal acceleration and velocity are always perpendicular.
- Centripetal force and centripetal acceleration are always parallel.
- Magnitudes in circular motion
| |
| Fc = mac = m |
v2 |
= mrω2 |
|
v = rω = |
2πr |
|
ω = 2πƒ = |
2π |
|
ƒ = |
1 |
| r |
T |
T |
T |
| |
- A centrifugal force …
- is experienced by an object in a rotating reference frame
- is a fictitious or apparent force
- ceases to exist when an object stops moving in a circle
- feels as though it is directed away from the center of a circle