How Does Energy Transform in a Bungee Jump?

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    Bungee Energy
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SUMMARY

The discussion centers on the transformation of energy during a bungee jump, specifically focusing on gravitational potential energy (GPE), kinetic energy (KE), and elastic potential energy (EP). At the highest point, GPE is maximized while KE and elastic energy are zero. As the jumper descends, KE increases while GPE decreases until they are equal at the midpoint. The conversation highlights the role of dissipative forces in bungee cords, which differ from non-dissipative springs, affecting energy transformation during the jump.

PREREQUISITES
  • Understanding of gravitational potential energy (GPE)
  • Knowledge of kinetic energy (KE) principles
  • Familiarity with elastic potential energy (EP)
  • Concept of dissipative forces in physics
NEXT STEPS
  • Research the principles of energy conservation in mechanical systems
  • Learn about the effects of dissipative forces on energy transformation
  • Explore the differences between dissipative and non-dissipative springs
  • Investigate the mathematical modeling of bungee jumping dynamics
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Physics students, educators, and anyone interested in the mechanics of energy transformation in dynamic systems like bungee jumping.

hello478
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Homework Statement
describe changes of energy as a bungee jumper jumps of a cliff with an elastic cord...
Relevant Equations
energy equations
please correct me if im wrong...

at top
highest gpe
ke = 0
elastic energy = 0

upper middle
0=elastic energy
ke < gpe

middle
ke = gpe

lower middle
ke>gpe

bottom
ep = maximum
gpe=ke = 0


rebound
?
 
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I kinda' think you're right-ish with what you wrote, but it's hard to say without a much more quantitative statement of the problem (like what is "lower middle"?).

But it also depends on the full statement of the problem. Bungee cords are dissipative, as opposed to non-dissipative springs that are only stretched within their elastic range. Can you say how this would affect the situation?
 
berkeman said:
I kinda' think you're right-ish with what you wrote, but it's hard to say without a much more quantitative statement of the problem (like what is "lower middle"?).

But it also depends on the full statement of the problem. Bungee cords are dissipative, as opposed to non-dissipative springs that are only stretched within their elastic range. Can you say how this would affect the situation?
lower middle is a little bit down from the middle

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also what would happen if cords are dissipative??
 
hello478 said:
also what would happen if cords are dissipative??
That was my question to you! :wink:
 
berkeman said:
That was my question to you! :wink:
well the answer to this is out of my capabilities... may you please tell me...?👁️👁️
 
hello478 said:
well the answer to this is out of my capabilities... may you please tell me...?👁️👁️
How about doing some web research on your own? You have been given what to look for.
 
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kuruman said:
How about doing some web research on your own? You have been given what to look for.
yeah i was gonna do that... :bow: haha its so funny and cute lol
 
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hello478 said:
what would happen if cords are dissipative??
Start by stating what dissipation means. If you don't know, look it up.
 
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