Exploring the Law of Conservation of Momentum in a Fall and Impact Scenario

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Homework Help Overview

The discussion revolves around the application of the law of conservation of momentum in a scenario where a girl jumps from a tree and impacts the ground. Participants are exploring the implications of considering the girl and the Earth as a system during her fall and the subsequent impact.

Discussion Character

  • Exploratory, Assumption checking, Conceptual clarification

Approaches and Questions Raised

  • Participants are attempting to define the initial and final states of the system, questioning whether to consider the moment of impact or after the impact as the final status. There is discussion about the direction of momentum and the nature of forces acting during the fall.

Discussion Status

The conversation is ongoing, with participants providing insights into the initial and final conditions of the system. Some guidance has been offered regarding the interpretation of velocities and forces, but questions remain about the assumptions made regarding momentum and the classification of forces as internal or external.

Contextual Notes

There is uncertainty regarding the definitions of initial and final states, as well as the classification of forces involved in the scenario. Participants are also considering the implications of Newton's third law in the context of the problem.

Googi_b
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Help!Momentum problems?

1. A girl jumps from a tree onto the ground. As she falls she speeds up.Explain in details how the law of conservation of momentum applies in this case? Can I consider the girl and the earth(the ground) as a system?? Why or why not??



2. mass1*initial velocity1+mass2*initial velocity2=mass1*final velocty1+mass2*final velocity2



3.I think that this the girl and the Earth should be in one system. But I don't exactly know when is the initial status and final status. I am confused if i should consider the moment when the girl hits the ground to be final status or after the impact. Before the impact, the girl's v is downwards and the Earth's v is upwards based on Newton's 3rd Law. So what is the direction of this system's momentum?How do I know?
 
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I would say initial status, both velocities zero. Final status, just when the girl hits the ground - after she hits new (normal) forces start acting. You are correct to then deduce that if the girl is heading downward the Earth is heading upward. But if total momentum was zero in the initial state for the system, your equation says it is zero in the final state.
 
Dick said:
I would say initial status, both velocities zero. Final status, just when the girl hits the ground - after she hits new (normal) forces start acting. You are correct to then deduce that if the girl is heading downward the Earth is heading upward. But if total momentum was zero in the initial state for the system, your equation says it is zero in the final state.


Thanks for Dick's explanation! :smile:But I still have some questions.What do you mean by both velocities zero? Does it mean the initial momentum of this system is zero? But how do you know or you just assume it? Is that normal which the Earth acts on the girl is an external force??(I think it's an internal force, because it's the Earth which is in the system acts)

Can anyone explain the above to me?
 
Googi_b said:
Thanks for Dick's explanation! :smile:But I still have some questions. Does it mean the initial momentum of this system is zero? But how do you know or you just assume it? Is that normal which the Earth acts on the girl is an external force??(I think it's an internal force, because it's the Earth which is in the system acts)

Can anyone explain the above to me?

What do you mean by both velocities zero?

Initially, the girl and the Earth are moving at same speed (the speed with which the Earth revolves around the sun).
>So, relative to each other they both have 0 v.

P=mv+MV = m0+M0=0 (so we know that)

and, yes normal force is an internal force.
 

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