Concept Question. Record turntable rotates at constant angular velocity.

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SUMMARY

The discussion centers on the physics of a record turntable rotating at constant angular velocity. It establishes that a point on the rim experiences radial acceleration but no tangential acceleration when the angular velocity is constant. When the turntable's angular velocity increases uniformly, the point experiences both radial and tangential acceleration. The magnitude of the components of linear acceleration changes when the angular velocity is not constant, specifically during uniform acceleration.

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  • Understanding of angular velocity and its implications
  • Knowledge of radial and tangential acceleration concepts
  • Familiarity with uniform acceleration principles
  • Basic grasp of linear acceleration components
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  • Study the relationship between angular velocity and radial acceleration
  • Learn about tangential acceleration in non-uniform circular motion
  • Explore the equations of motion for rotating systems
  • Investigate the effects of varying angular velocity on linear acceleration
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Students studying physics, particularly those focusing on rotational dynamics, as well as educators seeking to clarify concepts of acceleration in circular motion.

balletgirl
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Homework Statement


Suppose a record turntable rotates at constant angular velocity.
a) Does a point on the rim have radial and/or tangential acceleration?
b) If the turntable's angular velocity increases uniformly, does the point have radial and/or tangential acceleration?
c) For which cases would the magnitude of either of the components of linear acceleration change?


Homework Equations


?


The Attempt at a Solution


Basically, I don't understand the concepts, but I think for part b) that it has both radial and tangential acceleration... but I'm not certain
 
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Hi balletgirl! :wink:
balletgirl said:
Basically, I don't understand the concepts, but I think for part b) that it has both radial and tangential acceleration... but I'm not certain

hmm :rolleyes: … to see what you make of the concepts, first tell us the answer to a) :smile:
 

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