4.20 I În a certain medium, the electric potential is given by Po V(x) =- (1 — е та) a€o where po and a are constants. (a) Find the electric field intensity, E. (b) Find the potential difference between the points x = (c) If the medium permittivity is given by e(x) = €ge*, find the electric flux density, D, and the volume charge density, p,, in the region. (d) Find the stored energy in the region (0 < x < d), (0 < y < 1), (0 < z < 1). d and x 0. %3D

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4.20 In a certain medium, the electric potential is given by
Po
V(x) =
a€o
(1 – e-ax)
where po and a are constants. (a) Find the electric field intensity, E.
(b) Find the potential difference between the points x =
(c) If the medium permittivity is given by e(x) = €gex, find the electric flux
density, D, and the volume charge density, p,, in the region. (d) Find the
stored energy in the region (0 < x < d), (0 < y < 1), (0 < z < 1).
d and x = 0.
Transcribed Image Text:4.20 In a certain medium, the electric potential is given by Po V(x) = a€o (1 – e-ax) where po and a are constants. (a) Find the electric field intensity, E. (b) Find the potential difference between the points x = (c) If the medium permittivity is given by e(x) = €gex, find the electric flux density, D, and the volume charge density, p,, in the region. (d) Find the stored energy in the region (0 < x < d), (0 < y < 1), (0 < z < 1). d and x = 0.
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