Understanding Work and Energy Transfer in Everyday Examples

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SUMMARY

The discussion clarifies the concept of work as an energy transfer, specifically highlighting the transition from chemical energy in muscles to gravitational potential energy when lifting objects. Peter accurately describes the mechanics involved in pressing a button after jumping, illustrating the transfer of kinetic energy to potential energy. The calculation of force exerted, using the formula work done = force × distance, is confirmed with an example of 1000J of energy moving a button 10 meters, resulting in a force of 100N.

PREREQUISITES
  • Understanding of basic physics concepts such as work and energy transfer
  • Familiarity with gravitational potential energy and kinetic energy
  • Knowledge of the formula for calculating work done (work = force × distance)
  • Basic grasp of chemical energy in biological systems
NEXT STEPS
  • Study the principles of energy conservation in physics
  • Explore the relationship between kinetic and potential energy in various scenarios
  • Learn about the different forms of energy and their transformations
  • Investigate real-world applications of work and energy calculations in engineering
USEFUL FOR

This discussion is beneficial for students studying physics, educators teaching energy concepts, and anyone interested in understanding the practical applications of work and energy transfer in everyday situations.

Peter G.
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I have a hard time understanding this concept:

Work done is an energy transfer, for example: When I raise a book to a tall shelf, I am doing work against gravity. Energy is being transferred from Chemical Energy in my muscles to gravitational potential energy to the book. Right?

In addition to that, imagine there is a massive button I want to press: I will be doing work. I will be transferring chemical energy to potential energy. But if I climb up a cliff and gain a lot of gravitational potential and jump on top of that button, it will be much easier to press it than with my finger. So, this means I transferred my kinetic energy from the jump to potential energy in the button? And if I wanted to calculate the force I exerted I could: Let's say I had 1000J of energy and the button moved 10 M, I exerted a force of 100N?

Hope it is clear,
Thanks in advance,
Peter
 
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Peter G. said:
I have a hard time understanding this concept:

Work done is an energy transfer, for example: When I raise a book to a tall shelf, I am doing work against gravity. Energy is being transferred from Chemical Energy in my muscles to gravitational potential energy to the book. Right?

This is correct.

Peter G. said:
In addition to that, imagine there is a massive button I want to press: I will be doing work. I will be transferring chemical energy to potential energy. But if I climb up a cliff and gain a lot of gravitational potential and jump on top of that button, it will be much easier to press it than with my finger. So, this means I transferred my kinetic energy from the jump to potential energy in the button? And if I wanted to calculate the force I exerted I could: Let's say I had 1000J of energy and the button moved 10 M, I exerted a force of 100N?

This is correct as well as work done = force*distance.
 
Thanks a lot Rockfreak!
 

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