Radial vs tangential electric field lines in a solenoid

AI Thread Summary
In a solenoid, the radial electric field is assumed to be zero due to the absence of excess charge, which simplifies the analysis of the electric field. This concept parallels the behavior of current flow in a solid wire, where the electric field primarily aligns with the current direction. While there may be minimal radial field contributions in real-world scenarios, these are often negligible for theoretical calculations. The relationship between electric field and current in conductors highlights the importance of understanding these principles in electromagnetic contexts. Overall, recognizing when the radial electric field can be considered zero is crucial for accurate solenoid field calculations.
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I was reading through an example question calculating the electric field in a solenoid and it made an assumption that the radial electric field must be equal to zero because there is no excess charge in the system. I don't understand when this is true or even why it is true, any suggestions?

Thanks
 
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This is the same kind of argument as current flow in a solid wire. In the solid wire, even though there are charges that will make some charge density, and probably to higher order there is some minimal radial field contribution (such as high voltage power lines), to first order the electric field flows with the current. That is to say that for a perfect conductor E=current flow/resistivity.
 
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