Potential difference, electric potential energy and work

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SUMMARY

The discussion centers on calculating the work required to move charge q2 to infinity when four charges are arranged at the corners of a rectangle. The key formula used is the change in electric potential energy (PEe), which is equal to the work (W) done. Participants agree that the total potential electric energy of the four charges should be calculated and then the potential energy of the three charges without q2 should be subtracted to find the work needed. An alternative method suggested is to calculate the potential from the three non-moving charges at the position of q2 for a simpler solution.

PREREQUISITES
  • Understanding of electric potential energy (PEe)
  • Familiarity with Coulomb's law and electric forces
  • Knowledge of work-energy principles in electrostatics
  • Basic skills in calculating electric potential from point charges
NEXT STEPS
  • Study the concept of electric potential energy in multi-charge systems
  • Learn how to apply Coulomb's law to calculate forces between multiple charges
  • Explore methods for calculating electric potential from point charges
  • Investigate the work-energy theorem in the context of electrostatics
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Students and professionals in physics, electrical engineering, and anyone interested in understanding electrostatics and the behavior of electric charges in a system.

r_swayze
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Four charges are arranged at the corners of a rectangle as shown in the diagram. How much work needs to be done to move the charge q2 to infinity?

Since change in PEe = W, am I suppose to find total potential electric energy of the four charges and then subtract the total potential electric energy of the three charges without q2? Would the difference in the two potential electric energies be the work it takes to move q2 to infinity?
 

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r_swayze said:
Four charges are arranged at the corners of a rectangle as shown in the diagram. How much work needs to be done to move the charge q2 to infinity?

Since change in PEe = W, am I suppose to find total potential electric energy of the four charges and then subtract the total potential electric energy of the three charges without q2? Would the difference in the two potential electric energies be the work it takes to move q2 to infinity?

That would work, but it's easier to calculate the potential from the 3 non-moving charges at the position where q2 is.
 

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