- #1
Peter G.
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My book is talking about how collisions can be very different, basically saying how altering the time of contact affects the force. It then gives an example:
"Consider a ball of 200g colliding with a hard floor and a trampoline. Before the collision, each ball travels downwards at 10 m/s and each bounces up with velocity 10 m/s. So the change in momentum, impulse, is the same for each:
I am a bit confused with the calculation they did:
What I did was:
Change in Momentum = mv - mu
(Considering up to be + velocity and down to be - velocity)
(0.2 x 10) - (0.2 x -10) = 4 N s
What are they doing different than I am?
Thanks,
PeterG
"Consider a ball of 200g colliding with a hard floor and a trampoline. Before the collision, each ball travels downwards at 10 m/s and each bounces up with velocity 10 m/s. So the change in momentum, impulse, is the same for each:
0.2 x(-20) - 0.2 x 20 = -8 N s"
I am a bit confused with the calculation they did:
What I did was:
Change in Momentum = mv - mu
(Considering up to be + velocity and down to be - velocity)
(0.2 x 10) - (0.2 x -10) = 4 N s
What are they doing different than I am?
Thanks,
PeterG