Solved: Solve for the steady-state temperature
Chapter 18, Problem 18.49(choose chapter or problem)
Solve for the steady-state temperature distribution in a hollowed-out sphere given in spherical coordinates by R1 R2. The inner surface is kept at constant temperature T and the outer surface at temperature zero. Assume that u is a function of and only. Approximate the solution with a sum of the first six terms, using numerical integration to approximate the coefficients.
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