2) Consider a coaxial line of length (L=5 m) as shown below. The radii of the inner and outer conductors are (a=1cm) and (b=2cm) respectively. The insulation material between the conductors has the medium parameters (ɛ=10 ɛo ), ( £0=10/36r F/m) a) Compute the Electric Field intensity between the conductors as function of (r), using Gauss Law in terms of the charge distribution Q. (Consider a cylindrical Gaussian surface) b) Determine the capacitance per unit length of the coaxial cable. c) Determine the potential difference Vab between the conductors b |a| 港

Introductory Circuit Analysis (13th Edition)
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Publisher:Robert L. Boylestad
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12:08
You
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11.08.2021 12:06
2) Consider a coaxial line of length (L=5 m) as shown below. The radii of the
Vab
x
inner and outer conductors are (a=1cm) and (b=2cm) respectively. The
insulation material between the conductors has the medium parameters (ɛ=10
ɛ0 ), ( £0=10/36n F/m)
a) Compute the Electric Field intensity between the conductors as function of
(r), using Gauss Law in terms of the charge distribution Q. (Consider a
cylindrical Gaussian surface)
b) Determine the capacitance per unit length of the coaxial cable.
c) Determine the potential difference Vab between the conductors
|a|
Transcribed Image Text:12:08 You All Media 11.08.2021 12:06 2) Consider a coaxial line of length (L=5 m) as shown below. The radii of the Vab x inner and outer conductors are (a=1cm) and (b=2cm) respectively. The insulation material between the conductors has the medium parameters (ɛ=10 ɛ0 ), ( £0=10/36n F/m) a) Compute the Electric Field intensity between the conductors as function of (r), using Gauss Law in terms of the charge distribution Q. (Consider a cylindrical Gaussian surface) b) Determine the capacitance per unit length of the coaxial cable. c) Determine the potential difference Vab between the conductors |a|
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