Consider a 2-m-long and 0.7-m-wide stainless-steel plate whose thickness is 0.1 m. The left surface of the

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Consider a 2-m-long and 0.7-m-wide stainless-steel plate whose thickness is 0.1 m. The left surface of the plate is exposed to a uniform heat flux of 2000 W/m2 while the right surface of the plate is exposed to a convective environment at 0°C with h = 400 W/m2 · K. The thermal conductivity of the stainless steel plate can be assumed to vary linearly with temperature range as k(T) = ko(1 + βT) where ko = 48 W/m · K and β = 9.21 × 10-4 °C-1. The stainless steel plate experiences a uniform volumetric heat generation at a rate of 8 × 105 W/m3. Assuming steady state one-dimensional heat transfer, determine the temperature distribution along the plate thickness.

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