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CYLINDRICAL CHARGE DISTRIBUTION
A long cylindrical conducting shell of inner radius R1, outer radius R2 and length L
is capped at the ends and filled with a charged gas of uniform density po.
Apply Gauss's Law to find the E for 0 <r.<R1, R1<r<R2 and r>R2
(assume the conducting cylinder length "L" is infinite )
R2
R1
Charged Gas
Gaussian
Conducting Shell
Cylinder
0 <rc <R1
Gaussian
Cylinder
R1 <r. <R2

Gaussian
Cylinder
Conducting Shell
0 <rc <R1
Gaussian
Cylinder
R1 <r: <R2
Gaussian
Cylinder
rc >R2
Very very long

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