Find the electrostatic potential in the disk r <1 corresponding to the boundary value
u(O) = sine^3 0
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Step-by-step explanation:
If the potential is speciÖed on a closed surface, the potential o§ the surface is uniquely deter-
mined in terms of the surface potential. This is known as Dirichletís boundary value problem and
most problems we will consider belong to this category. Solving Dirichletís problems is greatly
facilitated by Önding a suitable Greenís function for a given boundary shape. However, except
for simple geometries (e.g., plane, sphere, cylinder, etc.), Önding Greenís functions analytically is
not an easy task. For complicated electrode shapes, potential problems often have to be solved
numerically.
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