Obtain as a special case of expression (3 ). Sec. 140. the
Chapter 0, Problem 12.24(choose chapter or problem)
Obtain as a special case of expression (3 ). Sec. 140. the expression U I [' (r. 0) = - I Q - 0) + Q (ro. r. + (I) 1 G () d + Uo 2.,1 . 0 for a function U that is harmonic in the se111icirrnlar region r < r0 . 0 < 0 < ;r and satisfies the boundary conditions U11(r. 0) = U11(r. ;r) = 0 (r < r 0 ). lim l./,(r. 0) = G((I) (0 < 0 < ;r) I f1) .. , ... for each 0 at which G is continuous. provided that [ ' G() cl = 0.
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