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Question: consider steady state onedimensional heat conduction through a plane wall...

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Consider steady state, one-dimensional heat conduction through a plane wall. Thermal conductivity of the wall material is constant. Wall surface temperatures are T1 at x = 0, and T2 at x L, where L represents the wall thickness. (a) Simplify Eq. 2.19 to obtain a second-order homogeneous ordinary differential equation to represent heat conduction through the wall. Write the appropriate boundary conditions. (b) Solve the differential equation of part (a) subject to the boundary conditions to obtain temperature distribution through the wall. The answer will be a linear temperature distribution Eq. 2.19 is 읊(啜)-흙(k ?) + ㈜+.pe,aT ot

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