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If the electric field lines is flowing along axis of a cylinder, then the flux of this field through the cylindrical surface with the axis parallel to the field is [where r=radius of cylinder]
Options
(a) σ/2πrε₀
(b) σ/ε₀
(c) zero
(d) σ/2ε₀
Correct Answer:
zero
Explanation:
As we have to find the electric flux through the cylindrical surface and we are given that the electric field is flowing along axis of cylinder.
So as we draw area vector on cylindrical surface it will make an angle of 90• by which the cos 90 will become 0 and ans would be 0
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Topics: Electrostatics
(146)
Subject: Physics
(2479)
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- A simple pendulum is suspended from the ceiling of a lift. When the lift is at rest
- The order of distance of an electron revolving in an atom from nucleus is
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As we have to find the electric flux through the cylindrical surface and we are given that the electric field is flowing along axix of cylinder
So as we draw area vector on cylindrical surface it will make an angle of 90• by which the cos 90 will become 0 and ans would be 0
Thanks (Prateekpreet Madhukar)