Ratio of Kinetic Energy lost in a collision.

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SUMMARY

The discussion centers on the ratio of kinetic energy lost during collisions, emphasizing that while the work done on each car is equal in magnitude and opposite in direction, the ratio of kinetic energy lost is not fixed. It varies based on the properties of the colliding objects, such as whether they are filled with water or frozen. The energy loss occurs through mechanisms like heat, sound, and deformation, making the specific conditions of each collision critical to understanding energy transfer.

PREREQUISITES
  • Understanding of Newton's Third Law of Motion
  • Familiarity with concepts of kinetic energy and work
  • Basic knowledge of energy transformation in physical systems
  • Awareness of material properties affecting collision outcomes
NEXT STEPS
  • Research the principles of elastic and inelastic collisions
  • Study the effects of material properties on energy loss in collisions
  • Explore the concept of internal energy in colliding bodies
  • Learn about energy conservation laws in different collision scenarios
USEFUL FOR

Physics students, mechanical engineers, and professionals involved in automotive safety and collision analysis will benefit from this discussion.

Yuqing
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For collisions wouldn't the distance traveled during the collision be the same? The energy lost is from heat, sound, deformation, etc. but wouldn't the work done on each car be the same since during the duration of contact they have to move the same distance (as soon as they move different distances they are no longer in contact) and apply the opposite but equal force?

So is there a set ratio of kinetic energy lost for each object? If not, can anyone give me an example where the force is applied over different distances for a collision because I can't think of any examples.
 
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You are mostly correct. The magnitude of the work done on car A by car B is the same as the magnitude of the work done on B by A. Their signs are opposite because the directions of the forces that do the work are equal in magnitude and opposite in direction. That's s clear loss of energy by one object and gain by the other. However, the ratio is not set but depends on the object. For example, consider two colliding shells partilly filled with water. The ratio of kinetic energy lost will vary depending on if the water is frozen in both balls, or in only one ball or in none. When some of the kinetic energy is converted into internal energy, the ratio depends on the specifics.
 

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