Emma J.

asked • 09/17/16

Bungee jumping and energy transfers

On the sheet I have it shows a diagram of a bungee jumper at three different positions: waiting to jump (position 1), at E point where the bungee rope is fully unwound and about to start stretching (position 2), and at the lowest point before he rebounds (position 3) Questions
A) which position has the largest gravitational potential energy store? Explain
B) which of the three positions is the bungee jumpers gravitational potential store smallest?explain
C) which position is the ropes elastic energy store largest? Explain
D) explain, in terms of energy transfer why a bungee jumper eventaully will stop moving 
E) describe and explain the changes in the rope's elastic energy store as the jumper moves from position 1 to position 2.
 
I think that question a would be position 1 because it's higher up. Then question b would be 3 as its closest to the ground and c position 2 but i dont know how to explain it. Question D I don't have clue. question e I think it starts as a gravitional energy store then to a elastic energy store transfered to Kintetic energy 

2 Answers By Expert Tutors

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Arturo O. answered • 09/17/16

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Steven W.

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I had not thought of D) as referring to a bungee jumper stopping moving after many up and down motions, as energy is lost to non-conservative outlets.  I was thinking in terms of the one jump, starting at the top, and eventually ending up momentarily stopped when the cord is stretched the most, before starting back up again.  That seemed to fit the best with the rest of the problem.  But now that I read it again, I think your interpretation may be closer to the intent of the question.
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09/17/16

Arturo O.

In the explanation for D, I forgot to mention that the energy interchange is between gravitational potential energy, elastic potential energy, and kinetic energy of the jumper (I left out the latter).  Energy dissipation mechanisms will deplete the kinetic energy of the jumper, so the jumper never fully rises to the top after one jump, and the amplitude of oscillation slowly drops to zero until the jumper is suspended in mid air, with the jumper's weight in static equilibrium with the tension in the rope.
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09/18/16

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