I Proof that the E field inside a cylindrical resistor is constant

AI Thread Summary
The discussion centers on a proof regarding the electric field (E field) inside a cylindrical resistor, specifically questioning the assumption that a nonconductive surrounding medium leads to a zero E field along the normal surface. The participant expresses confusion over the conclusion that the E field must also be zero, arguing that a low conductivity does not necessarily imply a nonzero E field without charge flow. The conversation suggests that providing a reference or citation could enhance the clarity of the discussion and yield more precise answers. The need for a deeper understanding of the relationship between electric fields and conductivity in this context is emphasized. Overall, the inquiry highlights the complexities of electric field behavior in nonconductive materials.
Fibo112
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I am reading a proof for this statement and I don't understand one of the steps. It is stated that since the surrounding medium is nonconductive the flow of charge at the surface has no component along the normal of the surface. From this the conclusion is drawn that the E field along the normal must be zero too.

This I don't understand. Since the conductivity of the surrounding medium is assumed to approach zero couldn't the E field be nonzero without causing charge to flow?
 
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if you could post a link or a citation so we know exactly what you're reading, you may get better answers.
 
Nugatory said:
if you could post a link or a citation so we know exactly what you're reading, you may get better answers.
 

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