Finding Force from Linear & Angular Momentum in Elastic Collision

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SUMMARY

The discussion centers on calculating the force exerted by a moving object with both linear and angular momentum during an elastic collision with a stationary object. Key assumptions include uniform density, no deformation, and no friction. The challenge lies in determining the interaction dynamics, as the line from the center point of the moving object to the contact point is not parallel to the direction of linear momentum. Understanding these factors is crucial for accurately calculating the force applied during the collision.

PREREQUISITES
  • Understanding of linear momentum and angular momentum concepts
  • Familiarity with elastic collision principles
  • Knowledge of uniform density materials
  • Basic mechanics of force and deformation
NEXT STEPS
  • Study the principles of elastic collisions in detail
  • Learn about the mathematical modeling of linear and angular momentum
  • Explore the effects of contact point dynamics in collisions
  • Investigate the role of friction and deformation in collision analysis
USEFUL FOR

Physics students, mechanical engineers, and anyone interested in the dynamics of collisions and force calculations in elastic interactions.

TheDonk
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Let's say I have a stationary object that gets hit on a flat edge by a sharp point of a moving object. Assume that the moving object also has an linear and angular momentum. Assume that the objects have uniform density, there is no deformation, no friction, and that the collision is ellastic. Also do not assume that the line from the centerpoint of the moving object to the contact point is parallel to the direction of the linear momentum. With all possible information, (momentum, center point, etc) how would you find the force that the moving object applied to the stationary object?
 
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To find the force you need to know how the objects interacted during the collision. That means the you need to know what kind of deformation existed.
 

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