What happens to circular motion when the radius changes?

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Homework Help Overview

The discussion revolves around the effects of changing the radius on circular motion, particularly in the context of a toy car completing a loop. Participants explore the relationship between radius, centripetal acceleration, and the forces involved in maintaining circular motion.

Discussion Character

  • Exploratory, Conceptual clarification, Assumption checking

Approaches and Questions Raised

  • Participants discuss how increasing or decreasing the radius affects centripetal acceleration and the forces at play, including centrifugal force. Questions are raised about the equations governing centripetal acceleration and energy in uniform circular motion.

Discussion Status

The discussion is active, with participants sharing their thoughts on the relationship between radius and centripetal acceleration. Some guidance on the role of centrifugal force has been provided, while multiple interpretations of the forces involved are being explored.

Contextual Notes

Participants are examining the implications of radius changes on circular motion without a complete set of equations or definitions, indicating a need for further clarification on the concepts involved.

pharaoh
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what will happen in circular motion if the radius increase, and if it decrease.

what effects and causes that will make an abject successfuly complete its circular motion in increasing radius (like car toy loop)

for the first question my answer is if the radius increase the centrpetal acceleration will get smaller and if the radius decrease the centrpetal acceleration will get bigger. but i don't know what roll does the centrpetal acceleration have on circular motion.
 
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It's the centrifugal force (the reaction to the centripetal force) that enables the toy car to complete the loop. The centrifugal acceleration also increases when the radius of the circular motion decreases. So if the vectorial sum of the gravitational and the centrifugal acceleration doesn't point away from the "road" then the toy car will complete the loop.
 
What are the equations for centripetal acceleration (in terms of omega or velocity)? What is the energy in uniform circular motion? What does an ice skater do in a spin to speed up the spin?
 
the formula that i know is centripetal acceleration (Ac)=v^2/r
 

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