3- Consider two infinitely long cylindrical conductors, one with radius a and the other with radius b. Suppose that the one with radius a has a charge per unit length +A and has the z-axis as its symmetry axis. Let the second conductor with radius b be parallel to the first one with its center at da, where d> a +b > 0, and have a charge per unit length -X. a) Determine the electric field E at a generic point P(x,y), where P is outside both conductors on the z 0 plane b) Determine the potential difference V between the two conductors. c) Determine the capacitance per unit length for this capacitor

icon
Related questions
Question

Please answer all the options(a,b,and c) 

3- Consider two infinitely long cylindrical conductors, one with radius a and the other with radius
b. Suppose that the one with radius a has a charge per unit length +A and has the z-axis as its
symmetry axis. Let the second conductor with radius b be parallel to the first one with its center
at da, where d> a +b > 0, and have a charge per unit length -X.
a) Determine the electric field E at a generic point P(x,y), where P is outside both conductors
on the z 0 plane
b) Determine the potential difference V between the two conductors.
c) Determine the capacitance per unit length for this capacitor
Transcribed Image Text:3- Consider two infinitely long cylindrical conductors, one with radius a and the other with radius b. Suppose that the one with radius a has a charge per unit length +A and has the z-axis as its symmetry axis. Let the second conductor with radius b be parallel to the first one with its center at da, where d> a +b > 0, and have a charge per unit length -X. a) Determine the electric field E at a generic point P(x,y), where P is outside both conductors on the z 0 plane b) Determine the potential difference V between the two conductors. c) Determine the capacitance per unit length for this capacitor
Expert Solution
trending now

Trending now

This is a popular solution!

steps

Step by step

Solved in 9 steps with 9 images

Blurred answer