Finding Force from Linear & Angular Momentum in Elastic Collision

AI Thread Summary
In an elastic collision involving a stationary object struck by a moving object with both linear and angular momentum, determining the force applied requires understanding the interaction dynamics. Key factors include the momentum of both objects, their center points, and the nature of the collision. Since the scenario assumes no deformation or friction, the analysis must focus on the conservation of momentum principles. The force can be calculated by examining the change in momentum over time during the collision. Ultimately, the lack of deformation complicates direct force calculation, emphasizing the need for detailed interaction data.
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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