Conceptual Equipotential Surfaces Problems

AI Thread Summary
Equipotential surfaces do not intersect, which is true, as this aligns with the principle that electric field lines cannot cross. Electric field lines are always perpendicular to equipotential surfaces, indicating that they do not exist "within" these surfaces. The discussion clarifies that the term "within" may imply parallel field lines, but this is not accurate. Overall, the key takeaway is that equipotential surfaces and electric field lines maintain distinct relationships, reinforcing their fundamental properties in electrostatics. Understanding these concepts is essential for solving related physics problems.
Irfan Nafi
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Homework Statement


True or False:
1.Equipotential surfaces intersect:
2.Electric field lines are found within equipotential surfaces:

Homework Equations


E=Vd

The Attempt at a Solution


1. I think this is false since the same reasoning describes why electric field lines don't intersect
2. I'm not really sure what the statement is saying - they're perpendicular
 
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Irfan Nafi said:
1. I think this is false since the same reasoning describes why electric field lines don't intersect
Right.
Irfan Nafi said:
2. I'm not really sure what the statement is saying - they're perpendicular
Right. I guess "within" asks about field lines parallel to the surfaces.
 
Electric field lines are normal to equipotential surface
 
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