We have in a certain medium, a potential defined by V(x): Po a€o where po and "a" are constants. Calculate: - (1 - e-ax) i) The intensity of the electric field, E. ii) Find the potential difference between the points x=d and x=0. iii) If the permittivity of the medium is defined by <(x) = € oe ax, find the electric flux density, D, and the volume charge density, pv, in the region.
We have in a certain medium, a potential defined by V(x): Po a€o where po and "a" are constants. Calculate: - (1 - e-ax) i) The intensity of the electric field, E. ii) Find the potential difference between the points x=d and x=0. iii) If the permittivity of the medium is defined by <(x) = € oe ax, find the electric flux density, D, and the volume charge density, pv, in the region.
Related questions
Question
Transcribed Image Text:We have in a certain medium, a potential defined by
Po
V(x) = - (1 - e-ax)
aeo
where po and "a" are constants. Calculate:
i) The intensity of the electric field, E
ii) Find the potential difference between the points x=d and
x=0.
iii) If the permittivity of the medium is defined by <(x) = € oe ax, find
the electric flux density, D, and the volume charge density, pv, in
the region.
iv) Find the energy stored in the region (0 < x <d), (0<y< 1), (0 <z
< 1).
Expert Solution
This question has been solved!
Explore an expertly crafted, step-by-step solution for a thorough understanding of key concepts.
Step by step
Solved in 2 steps
