Momentum - Bumping 2 carts with magnets

In summary, the conversation discussed an experiment involving bumping 2 carts with magnets facing inwards to emulate a perfectly inelastic collision. The final momentum was slightly less than the initial momentum, and the question was raised as to where this fraction went, other than experimental error. The hypothesis was that friction and rolling resistance could have reduced the momentum due to the loss of kinetic energy. However, it was noted that kinetic energy is not conserved, so the carts would have less velocity and thus less momentum than in a perfect situation. The loss of energy was deemed irrelevant, but external forces such as friction could still impact the momentum.
  • #1
Dethrone
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Momentum -- Bumping 2 carts with magnets...

Homework Statement


I recently did an experiment in which I had bump a dynamic cart into another one with their magnets facing inwards to emulate a perfectly inelastic collision. Upon examining the initial and the final momentum of the cart, the final momentum was slightly less. Where did that fraction go, other than experimental error?


The Attempt at a Solution



My hypothesis is that there is friction acting upon the motion of the carts, so the velocity measured is less than it it should be, resulting in less momentum. Because momentum = mv. Also, because of the connection between kinetic energy and momentum. We know that kinetic energy is not conserved, so if a lot of the kinetic energy is lost as sound/heat energy, then the carts would have less kinetic energy than it would have in a perfect ideal situation. And less kinetic energy = less velocity = less momentum than it would have. So that's my hypothesis of why the final momentum is less than it's initial in terms of the calculations. But ofc, it's suppose to be conserved.
 
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  • #2
The loss of energy is not relevant, but certainly friction / rolling resistance could reduce the momentum since this is an external force.
 

1. What is momentum in the context of bumping 2 carts with magnets?

Momentum is a measure of an object's motion, calculated as the product of its mass and velocity. In the context of bumping 2 carts with magnets, momentum refers to the force that is exerted between the two carts when they collide.

2. How do magnets affect the momentum of the carts?

Magnets have the ability to attract or repel objects, and this force can impact the momentum of the carts. When two magnets with opposite poles facing each other collide, they will attract and cause the carts to accelerate. On the other hand, when two like poles face each other, they will repel and cause the carts to decelerate.

3. Can momentum be conserved in this scenario?

Yes, momentum is conserved in this scenario. According to the law of conservation of momentum, the total momentum of a closed system remains constant before and after a collision. This means that the combined momentum of the two carts before the collision will be equal to the combined momentum after the collision.

4. How does the mass of the carts affect the momentum?

The mass of the carts plays a significant role in determining the momentum of the system. The greater the mass of the carts, the greater the momentum they will have. This is because momentum is directly proportional to mass, meaning that a heavier object will have a greater momentum at the same velocity compared to a lighter object.

5. Is the velocity of the carts important in determining the momentum?

Yes, the velocity of the carts is an essential factor in determining the momentum. As mentioned earlier, momentum is the product of mass and velocity, so the greater the velocity of the carts, the greater their momentum will be. This is why objects moving at high speeds can have a significant amount of momentum, even if they have a smaller mass.

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