Solved: a 2u 1 au a 2u - + -- + - = 0 0 < r < 1z>0 ar2 r ar az2 ' ' u(l, z) = 0, z > 0
Chapter 14, Problem 24(choose chapter or problem)
a 2u 1 au a 2u - + -- + - = 0 0 < r < 1z>0 ar2 r ar az2 ' ' u(l, z) = 0, z > 0 u(r, 0) = u0(1 - r 2 ), 0 < r < 1
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