We are interested in the steady-state temperature distribution in a hollow cylinder of length L…

We are interested in the steady-state temperature distribution in a hollow cylinder of length L and inner and outer diameters Di and Do, respectively. The inner and outer surfaces are at temperature Ts, and the ends at T0. Formulate this problem as a two-dimensional transient heat conduction problem whose solution yields the steady state results at large time. Also give the finite difference equations for solution by the ADI method. What is the order of the TE in this formulation?

 

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