Conservation of Momentum Flat cars

In summary, a man of mass m jumps onto a series of four railway flat cars, each with mass M and traveling with speed v. The man jumps with a horizontal velocity component u, which remains constant for each jump. The final velocities of the other cars can be determined using the principle of conservation of momentum, and the result will not depend on u.
  • #1
JamesClarke
17
0

Homework Statement


There are 4 railway flat cars each of mass M traveling with speed v. They're not attached but move together initially without friction. A man of mass m starts at the end and jumps onto the second car, then to the third, and then on to the fourth.When he lands on the 4th it comes to rest. ie imagine the cars moving right and he jumps against motion from the right to the left. Determine the final velocities of the other cars. The man jumps the same speed every time and take the horizontal component of his jump to be u . This u is with respect to the car he jumps from. In the question it says its the same every time. Apparently the result will not depend on u. It says "Assume that the man jumps in the same way with the same velocity each time. You can call u the horizontal component of the velocity of the man wrt to the car he jumps from. The result will not depend on u"


Homework Equations


Conservation of momentum i think


The Attempt at a Solution



Pretty stuck any help would be appreciated Do we take the whole system together and then each car seperately? No idea
 
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  • #2
Just try to write the equations for the first jump. How much momentum is added to the car he jumps from?
 

Related to Conservation of Momentum Flat cars

1. What is conservation of momentum?

Conservation of momentum is a fundamental principle in physics that states the total momentum of a closed system remains constant, unless acted upon by an external force.

2. How does conservation of momentum apply to flat cars?

In the context of flat cars, conservation of momentum means that the total momentum of the flat cars before and after a collision or interaction must be equal.

3. What factors affect the conservation of momentum in flat cars?

The mass and velocity of the flat cars are the main factors that affect conservation of momentum. The direction of motion and any external forces acting on the flat cars can also impact the conservation of momentum.

4. Can conservation of momentum be violated in flat car collisions?

No, conservation of momentum is a fundamental law of physics and cannot be violated in any situation, including flat car collisions.

5. How is conservation of momentum used to analyze flat car collisions?

By applying the principle of conservation of momentum, scientists and engineers can calculate the velocities and directions of the flat cars before and after a collision, as well as the amount of energy transferred during the collision.

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