Fourth year of secondary education
Conservation of linear momentum
 Momentum 
All teaching units Print Home
2.4 Conclusions drawn from the study of particle collisions

 

  •    There are two ideal cases in which it is possible to determine how a particle will move after a collision:  
  •    Frontal elastic collisions, in which both kinetic energy and linear momenta are conserved.
  •    Completely inelastic frontal collisions, where both particles remain stuck together after the impact. This case produces the maximum loss of energy possible.
  •    Real collisions oscillate between these two extremes according to the value of the so-called coefficient of restitution. Furthermore, collisions need not be frontal. A tangential collision has an impact parameter value of 0, while in a frontal collision this parameter is equal to 1.
Objectives
Linear momentum and impulse
What is linear momentum?
What is impulse?
Conservation of linear momentum
Conclusions
Particle collisions
Elastic collisions
Completely inelastic collisions
A real collision
Conclusions
Particle disintegration
Into two fragments
Into three fragments
Conclusions
Evaluation