- #1

nrhoades

- 11

- 0

Txx + aT = -b

with boundary conditions

T(x=0) = Ts (Dirichlet)

Tx(x=L) = 0 (Neumann)

I've learned that this is a non-homogeneous ODE with non-homogenous boundaries. I've tried using FDM to solve them and then fitting the data to a function, but I didn't get far.

I would love some help on this. I have much more experience with numerical analysis than analytical. I really need a math-wiz's help.