Consider a plane wall of L = 100 cm thickncss with interior volumetric heat gene

Question

Consider a plane wall of L = 100 cm thickncss with interior volumetric heat generation . The left boundary of the wall is adiabatic, and the right boundary converts heat to a fluid at T = 20 degree C with a convection coefficient h. The steady-state temperature distribution in the wall is measured to be T(x) = 50(L2 -x2) + 35 degree C where x is the distance, measured in meters, from adiabatic side. What features does the temperature profile exhibit at the adiabatic surface? Derive the steady-state differential heat equation for a plane wall with generation. Start your derivation with

Explanation / Answer

at teh adiabatic surface heat absorbed is 0

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