Derive an expression for the one-dimensional steady-state temperature distribution in a slab of thickness L where heat is generated at a constant rate of qGW/m3. The boundary surface at x = 0 is insulated and that at x = L is kept at zero temperature. Calculate the temperature of the insulated surface for k = 40 W/m K, qG= 106W/m3and L = 0.1 m.
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