|Apr15-12, 05:06 AM||#1|
Finding the flux of an electrix field
1. The problem statement, all variables and given/known data
A charge q sits in the back corner of a cube, as shown in the attachment. What is the flux of E through the shaded side?
2. Relevant equations
3. The attempt at a solution
I know that I need the surface integral of E over the shaded area, but the problem is with choosing the proper coordinates and the origin.
Please help out this poor guy!
|Apr15-12, 08:01 AM||#2|
Gauss's law finds the charge ENCLOSED,
So one way to do this question is to enclose the charge by surrounding the charge by another 7 boxes.
Then you can compute the integral as the charge is now enclosed.
There will be 24 faces after surrounding the charge, so integral will produce a flux 24 times the flux through one face (seeing as you only need the flux through one face) and I think you can take it from there,
I've seen this question in griffiths electrodynamics before I think
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