Friction on a pivot. Graph of motion w/ c.angular accel.

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SUMMARY

Friction applied to a pivot will indeed slow down a rotating object. This is because friction acts as a resistive force, impacting the angular motion similarly to how it affects linear motion. When analyzing the motion of rotating objects, the relationship between angular speed, angular acceleration, and time follows the same principles as linear motion, resulting in a straight line graph when angular speed is plotted against time under constant angular acceleration.

PREREQUISITES
  • Understanding of rotational dynamics
  • Familiarity with angular speed and angular acceleration concepts
  • Knowledge of frictional forces and their effects on motion
  • Basic graphing skills for plotting angular motion
NEXT STEPS
  • Study the equations of motion for rotating objects
  • Learn about the effects of friction on angular momentum
  • Explore graphical representations of angular motion
  • Investigate the relationship between torque and angular acceleration
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Physics students, mechanical engineers, and anyone interested in understanding the dynamics of rotating systems and the effects of friction on motion.

asz304
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Quick question, if an applied friction is applied on a pivot, will a rotating object slow down? or nothing will happen?


Friction usually slows down objects in linear motions, but I don't know what it does on rotating objects.

What does a graph of a angular speed look like with constant angular acceleration?
 
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hi asz304! :wink:
asz304 said:
Quick question, if an applied friction is applied on a pivot, will a rotating object slow down? or nothing will happen?

yes, there'll be a frictional https://www.physicsforums.com/library.php?do=view_item&itemid=175" :smile:
What does a graph of a angular speed look like with constant angular acceleration?

a graph of angular speed against time will be a straight line

(basically, angle and angular speed and angular acceleration obey exactly the same equations as position and ordinary speed and ordinary acceleration)
 
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