Determine the electric field produced on any point in space by a very long line
(infinite) charged with a uniform density λ
ϕ=∮E.dA\phi=\oint E.dAϕ=∮E.dA
ϕ=0+0+∫E.dA\phi=0+0+\smallint E.dAϕ=0+0+∫E.dA
ϕ=E(2πr)2πxrE=xλϵ\phi=E(2\pi r)\\2\pi xrE =\frac{x\lambda}{\epsilon}ϕ=E(2πr)2πxrE=ϵxλ
E=λ2πϵrE=\frac{\lambda}{2\pi\epsilon r}E=2πϵrλ
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