The total charge on this conductor shell is 5q, How is the charge distributed? (Router=2Rinner)
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The shell has an inner radius (Rinner) and an outer radius (Router), where Router = 2Rinner. Show more…
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A solid conducting cylinder of length L and radius R carries a positive total charge 2Q. It is surrounded by a thin insulating cylindrical shell of radius 2R, as shown in the figure. The shell carries a uniform charge density -σ, as shown in the figure below: What is the electric field at a radial distance r = 4R (Er = 4R)? Q - πσRL / 2πε₀RL Q - 2πσRL / 2πε₀RL Q - πσRL / 4πε₀RL Q - 2πσRL / 4πε₀RL Q - 4πσRL / 4πε₀RL
Madhur L.
How much charge is on the inner and outer surface of the shell when the net charge of the shell is +Q?
Bcrypt_Sha256$$2B$12$We1Wwocamog01O5I.V2Tkouxdh4Ofnmgpwkor7Leaonfpu0Ubfpua B.
The top view is shown for a solid conducting cylinder of length L, which is very long, and of radius R. this cylinder carries a positive charge Q and is concentric with a thin non-conducting cylindrical shell at the radius 2R that carries charge Q'. The charge Q' is distributed uniformly inside the non-conducting cylindrical shell. In terms of R and Q: a) What is the electric field for r < R? b) Find the electric field for R < r < 2R. c) Find the electric filed for r > 2R. d) Calculate the potential difference between the solid conducting cylinder and the inner surface of the insulating shell.
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