Solve the two-dimensional heat equation with circularly symmetric timeindependent
Chapter 8, Problem 7.2.3(choose chapter or problem)
Solve the two-dimensional heat equation with circularly symmetric timeindependent sources, boundary conditions, and initial conditions (inside a circle) u t = k r r r u r + Q(r) with u(r, 0) = f(r) and u(a, t) = T.
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