Question: E 5 . Derive an expression for the temperature distribution in a plane wall in which there are uniformly distributed heat sources that vary according

5 .

Derive an expression for the temperature distribution in a plane wall in which there are uniformly distributed heat sources that vary according to the linear relation

q_{G}^{} = q_{w}^{} [1 - (T - T_{w})]

where

q_{w}^{}

is a constant equal to the heat generation per unit volume at the wall temperature Tw

.

Both sides of the plate are maintained at Tw and the plate thickness is

2 L .

E5. Derive an expression for the temperature distribution in a plane

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