An infinite line charge has constant charge-per-unit-length A. Surrounding the line charge is a cylindrical shell of radius R, and carrying a constant charge-per-unit-area o. Given 2, what must o be in order to get zero electric field for all points outside the cylindrical shell? For that o, what is the electric field in between the line of charge and the shell?
An infinite line charge has constant charge-per-unit-length A. Surrounding the line charge is a cylindrical shell of radius R, and carrying a constant charge-per-unit-area o. Given 2, what must o be in order to get zero electric field for all points outside the cylindrical shell? For that o, what is the electric field in between the line of charge and the shell?
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Transcribed Image Text:An infinițe line charge has constant charge-per-unit-length 2. Surrounding the line
charge is a cylindrical shell of radius R, and carrying a constant charge-per-unit-area o.
Given 2, what must o be in order to get zero electric field for all points outside the
cylindrical shell? For that o, what is the electric field in between the line of charge and
the shell?
a = ?
R
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