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, and using the Gauss law: a) What is the electric field for r < R? b) Find the electric field for R 2R. 2R R
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, and using the Gauss law: a) What is the electric field for r < R? b) Find the electric field for R 2R. 2R R
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Transcribed Image Text: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, and using the Gauss law:
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.
2R
R
Transcribed Image Text:d) Calculate the potential difference between the solid conducting cylinder and the inner surface of the
insulating shell.
Expert Solution
Step 1
Given-
radius of inner conducting cylinder = R
charge on inner cylinder = Q
radius of outer non-conducting cylinder = 2R
charge inside the outer cylinder (shell) = Q'
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