The phase space trajectory of an otherwise free particle bouncing between two hard walls elastically in one dimension is a
Answers
Answered by
0
Answer:
The answer was rectangle
Explanation:
Answered by
0
The phase space of a two dimensional system is called a phase plane.
Explanation:
- Which occurs in classical mechanics for a single particle moving in one dimension.
- And where the two variables are position and velocity.
- As the system evolves, its state follows one of the lines.
- The phase space, a graph of momentum against position, shows a trajectory of a particular system and any point on this trajectory gives a microstate of a particular macrostate.
- The phase space of such a system would simply be a straight line from -q to +q at a particular momentum p and also the same line at -p (for the ball bouncing back in the opposite direction).
Similar questions