Using energy concepts and possibly work bunjee jump problem

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SUMMARY

The discussion focuses on the physics of bungee jumping, specifically ensuring safety for a jump where the jumper touches the water at the bottom of the bungee cord extension. Key factors include the height of the bridge, the weight of the jumper, and the elasticity of the bungee cord, which can be modeled as a spring. The gravitational acceleration on Earth is also a critical parameter, as it influences the jump dynamics. Participants emphasize the importance of calculating potential energy and the rope length to achieve the desired outcome safely.

PREREQUISITES
  • Understanding of gravitational acceleration on Earth
  • Knowledge of potential energy concepts
  • Familiarity with spring mechanics and elasticity
  • Ability to perform basic physics calculations
NEXT STEPS
  • Research the equations for potential energy in spring systems
  • Learn about the physics of bungee jumping dynamics
  • Explore the effects of different gravitational forces on jump parameters
  • Study safety measures and calculations for extreme sports
USEFUL FOR

Physics students, educators, and anyone interested in the mechanics of bungee jumping and safety calculations in extreme sports.

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Homework Statement



Suppose you have a friend who wants to go bungee jumping for her birthday. She wants to jump off a high bridge over a river and be able to touch the water below right when she gets to the bottom of the bungee cord extension. You want to double-check all the physics of the bungee jump to make sure it is safe for her to go jumping.



Homework Equations



Identify a few things that you would like to know about the bungee jump. Then, making reasonable assumptions for some of the properties of this system, determine what needs to be true so that she has her birthday wish.


The Attempt at a Solution



I figured what I need to know is the height of the bridge, weight of my friend and the elasticity of the rope which I believe we can assume is similar to a spring. but I know my professor wants us to incorporate potential energy involving a spring and gravity but I'm not sure how to do so...:confused:
 
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You have to know the gravitational acceleration of Earth - the same setup will look differently if you perform the jump on the moon. The length of the rope (=the distance below the bridge where it starts to extend) will be relevant, too.

There are many ways to fix all parameters. Potential energy as parameter is an option, but not required.
 
Thanks that makes sense. Hopefully i get it right!
 

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