2.5.1 Describing Uniform Circular Motion Flashcards
Describing Uniform Circular Motion
- For uniform circular motion, position can be described by an angle q and a distance R from the origin. In Cartesian coordinates: and .
- In uniform circular motion, the direction of the velocity vector is tangent to the circle.
- For an object in uniform circular motion, the magnitude of its acceleration vector is . The direction of the acceleration vector is centripetal or towards the center.
Which of the following is not a good example of uniform circular motion?
a person taking off on an airplane to fly around the world on a path defined by the equator
In uniform circular motion, acceleration is defined as a = dv/dt. This equation implies that the velocity vector changes constantly. Why is this true?
The direction of the velocity vector changes constantly.
Which of the following is not correct?
f = 2T = frequency: the number of revolutions around a circle per second.
Which way does the acceleration point in uniform circular motion? What would happen if the acceleration suddenly equaled 0 m / s2?
The acceleration vector points toward the center of the circle. If the acceleration suddenly disappeared, the object would move in the direction indicated by v
Which of the following statements about the uniform circular motion of an object is not correct?
At any instant in time, x = rsinu and y = rcosu
In uniform circular motion, the average velocity is a = v^2/r. Which of the following statements about the derivation of this relationship is not correct.
as delta t -> 0, (delta r/ delta t) -> a, the instantaneous acceleration
Which of the following statements related to uniform circular motion is not correct?
If an object in uniform circular motion moves quickly and the radius of the circle is small, its acceleration will also be small.
Which of the following does not give the correct speed, v, for a merry-go-round with the given T and r values?
T = 8.0 s r = 3.0 m v = 19 m / s