What is the electric field due to a line of charge at different distances?

AI Thread Summary
The discussion focuses on calculating the electric field due to a uniformly charged straight wire at different distances along its axis. The two cases considered are when the distance z is greater than L/2 and when it is between -L/2 and L/2. There is confusion about whether these cases represent different scenarios, as both involve points close to the wire. Clarification is sought on the distinction between the two cases and the appropriate method for evaluating the electric field. Understanding the electric field's behavior in these scenarios is essential for solving the problem accurately.
Amith2006
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Hi guys,
I have got stuck understanding the following problem.
# A straight wire of length L has a uniformly distributed charge Q. Find the electric field on the axis of the wire a distance z from the center of the wire for the cases
(a) z> L/2
(b) -L/2<z<L/2
To begin with, I think they are asking to find the field along the perpendicular bisector of the wire. Also, there are 2 cases to considered. But I don't see much difference between them. Both mean points close to the wire. Have I understood it wrongly? Could anyone clarify it.
 
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I suppose the best way to find out whether they are different cases is to evaluate the general case.
 
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