A charged particle of mass m, charge q moves with a speed vin a circular path of radius r around a long uniformly charged conductor having density X. Then
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Consider a Gaussian cynlinder of radius r and length l. Using Gauss's law the electric field at distance r is E.(2πrl)=
ϵ
0
λl
⇒E=
2πϵ
0
r
λ
Here the electrostatic force is equal to centrifugal force. i.e,
qE=
r
mv
2
q
2πϵ
0
r
λ
=
r
mv
2
orv
2
=
2πϵ
0
m
qλ
so v is independent of r.
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