Vertical Circles: Centripetal Force & Tension

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In a vertical circle, the magnitude of centripetal force remains constant, but the tension in the string varies depending on the position of the object. At the highest point, the tension plus gravitational force contributes to the centripetal force, while at the lowest point, the tension minus gravitational force provides the necessary centripetal force. This variation in tension is due to the changing direction of gravity relative to the rotating body. The speed of the object can change due to energy conservation principles, as potential and kinetic energy interchange during the motion. Understanding these dynamics is crucial for analyzing forces in vertical circular motion.
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Does the magnitude of centripetal force as well as the tension change in a vertical circle?
 
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The net centripetal force don't change but as the direction of gravity wrt the rotating body change .. tension change

like, T+mg provide centripetal force when body is at highest point but its T-mg at lowest point
 
cupid.callin said:
The net centripetal force don't change but as the direction of gravity wrt the rotating body change .. tension change

like, T+mg provide centripetal force when body is at highest point but its T-mg at lowest point

f=mv^2/r, why does v changee thenn? :confused:
 
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