1 answer

A plane wall with thermal conductivity of k, is insulated on one side and is exposed...

Question:

A plane wall with thermal conductivity of k, is insulated on one side and is exposed to ambient air at To and convection coefficient of h, on the other side. A heat source in the 3) wall is generating a uniform heat rate per unit volume of For one-dimensional steady-state conduction in the wall, derive a proper differential equation for the temperature by either using the heat equations or doing the energy balance. Identify proper boundary conditions and find the temperature distribution in the wall TCr) as a function of q, To, h, L (the wall thickness) and k (thermal conductivity of the wall). (30 points)
A plane wall with thermal conductivity of k, is insulated on one side and is exposed to ambient air at To and convection coefficient of h, on the other side. A heat source in the 3) wall is generating a uniform heat rate per unit volume of For one-dimensional steady-state conduction in the wall, derive a proper differential equation for the temperature by either using the heat equations or doing the energy balance. Identify proper boundary conditions and find the temperature distribution in the wall TCr) as a function of q, To, h, L (the wall thickness) and k (thermal conductivity of the wall). (30 points)

Answers

Given th th Sa Oy

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