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JamesL
Sep9-04, 03:54 PM
Here is the problem:

http://uploads.offtopic.com/files/physprob15.bmp

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The way we were taught in class so far to find the potential was using the integral of E dot dS. Which works itself down to (kq/r) evaluated from the r you are looking for to infinity.

In which case, V would equal 2.15059 v. But this answer is incorrect according to my homework service.

Any ideas?

Tide
Sep9-04, 04:36 PM
You should have three different expressions for the electric field for the three regions. Did you account for that in your integration to infinity?

JamesL
Sep10-04, 12:04 AM
You should have three different expressions for the electric field for the three regions. Did you account for that in your integration to infinity?

no, i dont think so. could you explain more?

Tide
Sep10-04, 01:08 AM
In the region 1.4 < r < 4.2 the electric field is determind only by the charge on the inner sphere. In 4.2 < r < 7 the electric field is determined by both the charge on the inner sphere AND the inner surface of the shell. And outside the configuration r > 7 the electric field is due to the charge on the inner sphere and both the inner and outer surfaces of the shell.