How Do You Calculate Impulse for a Bungee Jumper?

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Homework Help Overview

The discussion revolves around calculating the impulse experienced by a bungee jumper during the stretching of the bungee cord. The problem involves a jumper with a specified mass and height, falling before the cord begins to stretch.

Discussion Character

  • Exploratory, Assumption checking, Conceptual clarification

Approaches and Questions Raised

  • Participants discuss the definition of impulse and its relation to force and time, with an emphasis on understanding the change in momentum. Questions are raised about the initial momentum at the moment the cord starts to stretch and the implications of the cord's conservative force on the jumper's velocities.

Discussion Status

Some participants have provided hints regarding the calculation of impulse and the relationship between velocities before and after the cord stretches. There is an ongoing exploration of assumptions regarding the time interval during which the cord stretches and the relevance of gravitational impulse.

Contextual Notes

Participants note the need for assumptions about the time interval of the cord's stretch and the negligible effect of gravitational impulse in the context of the problem.

koomba
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Hey I've been having trouble with this impulse problem, in fact I don't even seem to know where to start. My prof didn't even cover any impulse problems in class and then expects us to do one for homework. :rolleyes: But anyways, any help would be appreciated, I'm sure there's someone who can help me. :biggrin: Here you go:

A bungee jumper (m = 63.00kg) tied to a 41.00m cord, leaps off a 71.00m tall bridge. He falls to 8.00m above the water before the bungee cord pulls him back up. What size impulse is exerted on the bungee jumper while the cord stretches.


Thanks!
 
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When a force is exerted on something for an amount of time an impulse is imparted to the object. The "impulse" = force X time = the change in momentum. So, find the change in momentum of the bungee jumper starting with the point where the cord begins to stretch.

Hint: What's the initial momentum of the jumper at the moment the cord starts to stretch?
 
Last edited:
Note that whatever the stiffness of the cord, the force exerted on you by the cord is a CONSERVATIVE force.
What does this tell you about the relation between:
1)Your velocity just before the bungee cord become stretched beyond its rest length.
2)Your velocity just after the bungee cord regains its rest length.

3)Then, how can you compute 1) (and from it, 2).
4) What must then the impulse from the cord be?
 
I would like to point out, that a fundamental assumption must be made:
That the time interval during which the cord is stretched must be relatively short.
(The impulse from the force of gravity must be negligible compared to the other terms)
 
arildno said:
I would like to point out, that a fundamental assumption must be made:
That the time interval during which the cord is stretched must be relatively short.
(The impulse from the force of gravity must be negligible compared to the other terms)
I don't think one needs to make that assumption, given the way the problem is phrased: the problem asks for the impulse on the jumper, not necessarily the impulse from the cord alone.
 

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