Make a side by side comparison for the solutions of example 3.9 (the potential inside and outside a sphere with charge density ? = ? cos ? glued on its surface) and example 4.2 (the potential inside and outside a uniformly polarized sphere). Compare them according to:
a) The given information
b) The equation to be solved (Poisson’s or Laplace’s)c) The
boundary conditions
d) Applying the boundary conditions
e) Final solution
Example 3.9. A specified charge density u0(0) is glued over the surface of a spherical shell of radius R. Find the resulting potential inside and outside the sphere.
Example 4.2 Find the electric field produced by a uniformly polarized sphere of radius R.
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