Calculating Electric Field of a Square Wire

AI Thread Summary
To calculate the electric field generated by a square wire, the focus is on determining the contributions from both the sides parallel and perpendicular to the x-axis. The electric field formula E = (k)q/r^2 is acknowledged, but integrating this requires careful consideration of variables, particularly the distance r, which varies based on the position. It is suggested that placing the square wire in the x-y plane may simplify the calculations. The discussion emphasizes the need for a small charge element dQ and the importance of using appropriate variables for integration. Understanding these concepts is crucial for accurately calculating the electric field at a specific point.
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I need to calculate the electric field caused by a square of wire.

I can get the field caused by the sides of the square that are perpendicular to the x-axis but I can't figure out how to get the field caused by the side parrallel to the x axis.

here is an image of the problem.
http://img152.imageshack.us/my.php?image=46151722si8.png

At the origin there is no force in the x direction but in other places there is.

I know the the electric field = (k)q/r^2 but when I try to integrate I think I will need 3 variables.

I'd appreciate any help.
 
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Uh are you sure you are not suppose to find the electric field at a given point? Also maybe placing the square wire in the x-y plane will make it simpler. Regarding needing three variables k is constant, r varies (a function of a variable ex. X), and you take a small element of charge dQ (which should have dx or whatever you choose).
 
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