|
When a system disintegrates into two, three or any
number of particles as a consequence of the result of internal forces,
the linear momentum of the system must be conserved.
This condition, in every case, makes one of the fragments
have a velocity and direction completely determined by the
conservation of linear momentum. Let us look
at a couple of examples:
|
When a radioactive atom disintegrates,
the nucleus must move in the opposite direction to the emitted
particle, so that linear momentum is conserved. |
 |
When a rocket takes off, the
mass and velocity of the gases that escape from the rocket in
the opposite direction determine the speed that the rocket can
achieve due to the conservation of linear momentum. |
|