Consider a very long rod, radius R and charged to a uniform linear charge density .• Calculate the electric eld everywhere outside this rod (i.e. nd ~E (~r)).• Calculate the electric potential everywhere outside, where the potential is de ned to be zeroat a radius (i.e. V (R0) =0). Question 4:Consider a very long rod, radius R and charged to a uniform linear charge density X.• Calculate the electric field everywhere outside this rod (i.e. find Ē(7)).• Calculate the electric potential everywhere outside, where the potential is defined to be zeroat a radius (i.e. V(Ro) = 0).

Gauss law will be used to calculate the electric field outside the rod.

Consider a very long rod, radius R and charged to a uniform linear charge density . • Calculate the electric eld everywhere outside this rod (i.e. nd ~E (~r)). • Calculate the electric potential everywhere outside, where the potential is de ned to be zero at a radius (i.e. V (R0) =0).

Consider a very long rod, radius R and charged to a uniform linear charge density . • Calculate the electric eld everywhere outside this rod (i.e. nd ~E (~r)). • Calculate the electric potential everywhere outside, where the potential is de ned to be zero at a radius (i.e. V (R0) =0).

University Physics Volume 2

18th Edition

ISBN:9781938168161

Author:OpenStax

Publisher:OpenStax

Chapter7: Electric Potential

Section: Chapter Questions

Problem 62P: A long cylinder of aluminum of radius R meters is charged so that it has a uniform charge per unit...

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Electric Charges and Fields

One of the fundamental properties is the electromagnetic property. Charge cannot be destroyed by any process and this contributes formally to the law of charge conservation.

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Consider a very long rod, radius R and charged to a uniform linear charge density .
• Calculate the electric eld everywhere outside this rod (i.e. nd ~E (~r)).
• Calculate the electric potential everywhere outside, where the potential is de ned to be zero
at a radius (i.e. V (R0) =0).

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