Distance from wall of collision

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SUMMARY

The discussion focuses on a physics problem involving two identical spheres colliding on a horizontal table, with one sphere initially at rest and a vertical wall present. The key equations discussed include the conservation of momentum and the coefficient of restitution, specifically e(u1 - u2) = v2 - v1. The objective is to determine the distance from the wall of the next impact between the spheres in terms of d (the initial distance from the wall) and e. Participants emphasize the need to clarify the coefficient of restitution equation to align with the problem's requirements.

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  • Understanding of conservation of momentum in elastic collisions
  • Familiarity with the coefficient of restitution and its application
  • Basic knowledge of kinematics and motion on a horizontal plane
  • Ability to solve equations with multiple variables
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  • Review the principles of elastic collisions and the role of the coefficient of restitution
  • Practice solving problems involving two-dimensional collisions
  • Learn how to derive equations for final velocities in collision scenarios
  • Explore advanced topics in collision theory, such as energy conservation
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Homework Statement



'A small smooth sphere moves on a horizontal table and strikes an identical sphere lying at rest on the table at a distance d from a vertical wall, the impact being along the line of centres and perpendicular to the wall. Find the distance from the wall of the next impact between the spheres in terms of d and e where e is the coefficient of restitution for all the impacts involved.'

Homework Equations

The Attempt at a Solution


I have tried using e(u1- u2) = v2 - v1
conservation of momentum: u1 = v1 + v2
but got into a bit of a mess. Any help would be greatly appreciated.
 
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You have two equations and two unknowns, the final velocities of the two balls. Can you find what they are? You also need to fix the coefficient of restitution equation to conform to this problem.
 
hendrix7 said:
got into a bit of a mess
To help you we need to see that mess. Please post all your working.
 

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