So, what happens to the energy of a bouncing ball in a vacuum?

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The discussion centers on the behavior of a bouncing ball in a vacuum-tight container, specifically whether it can achieve its initial height of 30 meters after bouncing. Participants concluded that even in the absence of air resistance and friction, the ball will not reach its original height due to energy loss, primarily attributed to the coefficient of restitution. This coefficient accounts for energy lost as heat and vibration during the ball's deformation upon impact.

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Hey guys,

im a physics junky, and new to these forums. I have a burning question i was thinking about the past week or so:

If a ball was bounced from a given initial height say 30m. And it bounced in a vacumm-tight container, would its velocity be high enough after its bounce to achieve its initial height. My first instinct would be "no" because of the friction of the ball when it hit the bottom of the container. But what if one was to disregard friction and air resistance, would the velocity of the ball be enough to bounce back up to its initial Greatest Potential Energy. Or would there be another conflicting force acting upon it other than air resistance and friction.

It could be a simple question, but i was curious to find out.
 
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welcome to pf!

hey x8xPTx8x! welcome to pf! :smile:

there will always be a slight loss of (mechanical) energy …

the factor is known as the coefficient of restitution …

basically it's caused by heat and vibration from temporary deformation of the ball :wink:
 

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