Electric Field (conceptual help)

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SUMMARY

The discussion centers on the concept of electric fields and potential energy in relation to equipotential curves. It is established that moving a positive particle from point A to point G requires positive work, indicating that the electric field is directed towards the center conductor, represented by a black dot. The potential difference between equipotential curves is quantified as 0.3 J/C. The user sought clarification on whether the black dot serves as a threshold for potential energy increase when transitioning between energy contours.

PREREQUISITES
  • Understanding of electric fields and forces
  • Familiarity with equipotential surfaces and their properties
  • Knowledge of potential energy concepts in electrostatics
  • Basic grasp of work-energy principles in physics
NEXT STEPS
  • Study the concept of electric field lines and their relationship to potential energy
  • Learn about equipotential surfaces and how they relate to electric fields
  • Explore the mathematical formulation of electric potential and potential difference
  • Investigate the implications of moving charges in electric fields and the work done
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This discussion is beneficial for physics students, educators, and anyone seeking to deepen their understanding of electric fields and potential energy in electrostatics.

dimpledur
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Homework Statement


My question is concerned with the electric field. I will provide you with the information I am given. First, here is the diagram:
Untitled-2.png

The question states that it takes positive work to move a positive particle from point A outward to point G. Therefore, I have concluded that the electric field is directed towards the center conductor, which is the black dot. The question states that there are five energy curves, where one includes the very outer edge where point G is located.

Additionally, the potential difference between equipotential curves is 0.3J/C.

My question to you is do you considerthe black dot in the middle to be the threshold? For example, if you move from the center conductor to the first energy contour, do you increase potential energy by 0.3 J/C, or does it not increase yet until it move from the very first energy contour to the second?

My reason for asking is because the outer edge of the drawing has an energy contour, so it is easy to determine the potential difference between other contours, but I can't seem to figure out the voltage difference between the very outer edge to the center conductor (black dot). The question specifically states there are only five energy contours, therefore the black dot is not considered a contour... Help?

Homework Statement


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The Attempt at a Solution

 
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Sorry, I meant from A->G.
 
My question has been asnwered. This can be locked.
 
Last edited:

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