Bouncing Ball Conservation of Energy

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SUMMARY

The discussion centers on the conservation of energy in bouncing balls, specifically addressing why heavier balls appear to lose total energy more quickly than lighter ones. Key factors include the material's elasticity, with heavier balls compressing more during bounces, leading to greater energy loss as heat. The role of air resistance is minimal, as it does not depend on mass, but the overall energy loss is influenced by the ball's material properties. The conversation highlights that the simulation used may have assumptions that affect the observed outcomes.

PREREQUISITES
  • Understanding of kinetic and potential energy
  • Familiarity with elastic properties of materials
  • Basic knowledge of air resistance and drag forces
  • Experience with virtual lab simulations in physics
NEXT STEPS
  • Research the elastic properties of different ball materials
  • Explore the effects of air resistance on various object masses
  • Investigate energy loss mechanisms in bouncing balls
  • Examine real-world applications of conservation of energy in sports equipment
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Physics students, educators, and anyone interested in the principles of energy conservation and material science in sports equipment design.

gbaby370
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I have just recently completed a lab in Conservation of Energy. My course is through correspondence, so my labs are virtual. I noticed that the heavier the ball was, the haters the total energy dropped as the ball continued to bounce. Now I understand that energy can be transferred into many different things (heat, sound etc...), and would have to overcome air resistance. Assuming that all properties of each ball where the same, except for mass; Why does the heavier ball lose total energy quicker than the lighter ball?
 
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Part of this depends on how elastic is the material that the ball is made of. Is it a compound ball, such a hollow ball filled with air inside (air is very elastic)? A billiard ball is heaver than a rubber ball, but will retain more energy per bounce than some types of rubber balls if the billiard ball is bounced on a hard enough surface.
 
gbaby370 said:
Assuming that all properties of each ball where the same, except for mass; Why does the heavier ball lose total energy quicker than the lighter ball?
During the bounce, the kinetic energy of the ball is converted into elastic potential of the ball, and then back to the kinetic energy. To store more kinetic energy in elastic potential, you need to compress the ball more. That should make sense intuitive as well. All other things being equal, you expect heavier ball to compress more during the bounce. That typically results in greater losses of energy to heat.

On the other hand, the air resistance doesn't depend on mass, so energy lost to drag is going to be exactly the same, and so proportionally lower for heavier ball. But it's a very minor effect for this experiment.
 
gbaby370 said:
Why does the heavier ball lose total energy quicker than the lighter ball?

This is not true in general. The amount of energy lost at each bounce will depend on many factors. The simulation (?) you happen to be using is making some assumptions that you may not be aware of. In general, you usually find quite the reverse because air resistance becomes less relevant for heavy objects and 'good bouncers' tend to be heavy and made with a very resilient and low loss material. Ball bearings on a steel plate are 'heavy' but go on bouncing for ages.
Re-examine the data that your virtual lab uses.
 
I have a new bouncing ball question. Seems to fit in this category... If a bouncing ball, about the size you would find in a vending machine (roughly 1 inch in diameter) was dropped from a 30 floor balcony, would it break the windscreen of a car?
 

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