Calculating Vertical Acceleration from Centripital enduced movement

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SUMMARY

The discussion focuses on calculating vertical acceleration resulting from centripetal force as a ball moves along the Y-axis in a rotating system. The user seeks clarification on the relationship between centripetal force and the downward force generated by the ball's upward movement, referencing Newton's Third Law. The inquiry emphasizes the need for a precise calculation method for the forces involved in this dynamic scenario, particularly considering the ball's ability to move freely along the arm of the structure.

PREREQUISITES
  • Centripetal force principles
  • Newton's Third Law of Motion
  • Basic kinematics and dynamics
  • Understanding of rotational motion
NEXT STEPS
  • Study the equations of motion for centripetal acceleration
  • Learn about the forces acting on objects in rotational systems
  • Explore Newton's Laws in the context of circular motion
  • Investigate the effects of varying rotational speeds on vertical acceleration
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Physics students, mechanical engineers, and anyone interested in the dynamics of rotating systems and force calculations.

sl235
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Hi,

I was unsure how to describe what I wanted using words alone so I created a GIF to help.

k7rF6T.gif


Or view here - http://makeagif.com/i/k7rF6T

I am pretty unschooled in the world of physics so please forgive my lack of understanding.

Firstly, the force that would cause the ball to move to the top of the structure is centripetal force correct?

As the ball moves upwards through the Y axis, according to Newtons Third Law, as the ball moves upwards it is creating an equal force downwards?

How would the force generated by the movement of the ball through the Y plane be calculated?

Thanks
 
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Just for clarity, assume the ball has a hole in the center and has the freedom to move up or down the arm as the speed of the rotation increases/decreases.
 

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