How is the amount of energy dissipated by friction calculated?

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The discussion focuses on calculating the energy dissipated by friction when a block stops, emphasizing the need to express the energy in terms of mass (m), velocity (v), height (h), and relevant constants. The equation proposed involves finding the initial kinetic energy (KEi) and potential energy (PEi), then subtracting the final potential energy (PEf) to determine the energy lost due to friction. It is noted that the final energy is assumed to be purely potential energy, and the calculation should consider that energy is conserved, with losses due to friction converting into other energy forms like heat and sound. Participants confirm the correctness of the equation and encourage adaptation to the specific problem. Overall, the thread provides a clear method for calculating energy dissipation due to friction.
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I need help figuring out the equation for E :

Find the amount of energy E dissipated by friction by the time the block stops. Express your answer in terms of some or all the variables m, v, and h and any appropriate constants.
 
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cmed07 said:
I need help figuring out the equation for E :

Find the amount of energy E dissipated by friction by the time the block stops. Express your answer in terms of some or all the variables m, v, and h and any appropriate constants.
You'll ned to furnish a sketch or more info, and an attempt at a solution, before we can help...
 
Since the problem states "by the time the block stops." we can assume the final energy is purely potential energy.

So one possibility could be finding the initial potential and kinetic energy and subtracting the final potential energy from those.

KEi+PEi-PEf=Energy lost

Then plug in your variables for KE and PE

This is assuming energy is not being lost due to any force other than friction.
 
Sovos said:
Since the problem states "by the time the block stops." we can assume the final energy is purely potential energy.

So one possibility could be finding the initial potential and kinetic energy and subtracting the final potential energy from those.

KEi+PEi-PEf=Energy lost

Then plug in your variables for KE and PE

This is assuming energy is not being lost due to any force other than friction.
Yes, looks very good! You even got the plus and minus signs correct :cool: Now just adapt that to your given problem.
 
Sovos said:
Since the problem states "by the time the block stops." we can assume the final energy is purely potential energy.

So one possibility could be finding the initial potential and kinetic energy and subtracting the final potential energy from those.

KEi+PEi-PEf=Energy lost

Then plug in your variables for KE and PE

This is assuming energy is not being lost due to any force other than friction.

Thanks! This helped me a lot :)
 
cmed07 said:
Thanks! This helped me a lot :)
OK, but just remember (because I forgot!) that total energy can neither be gained nor lost...it is always conserved. What energy is lost due to friction is compensated for by an increase in heat, sound, and other forms of energy.
 
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