Engineering Electromagnetics
Engineering Electromagnetics
9th Edition
ISBN: 9781260029963
Author: Hayt
Publisher: MCG
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Chapter 3, Problem 3.9P

A sphere of radius a free space contains charge of density pv=p0r/a, where p0 is a constant, (a) Find the electric field intensity, E1, inside the sphere. (b) Find the electric field intensity, E11, outside the sphere. (c) A spherical shell of radius b is positioned concentrically around the sphere. What surface charge density,pr, must exit on the shell so that the electric field at location r>b is zero? (d) What electrostatic force per unit area is exerted by the solid on the spherical shell?

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A sheet of charge, ρS = 2nC/m2, is pressed at the plane x = 3 in free space, and a line charge, ρL = 20nC/m, is located at x = 1, z = 4. Find the magnitude of the electric field intensity at the origin. (Hint: E = ES + EL)
4) Develop an electromagnetic field environment equation for the electric field intensity, E provided the electric potential at a fixed radius from the point charge kept at the origin is given as V=Q/(4πɛ˳r), after developing the equation compute the vector value of electric field intensity for a Charge density of pv =10Nc/m3 , provided dv=r² sinθ dr dθ d∅ , and the distance r in magnitude is given as 1m from the origin.
Coaxial conducting cylinders are located at ? = 0.5 cm and ? = 1.2 cm. The region betweenthe cylinders is filled with a homogeneous perfect dielectric. If the inner cylinder is at 100 V and the outer is at 0V, find(a) the location of the 10 V equipotential surface;(b) the maximum value of electric field ( ????? );(c) the dielectric constant of the medium (??), if the charge per meter length on theinner cylinder is 10 nC/m.

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