Consider a large uranium plate with thickness L = 4 cm and thermal conductivity k = 28 W/m-K, where heat is produced uniformly at a constant rate = 5 x 106 W/m3. As seen in Figure 2.0, one side of the plate is kept at 0C with ice water, while the other side is open to the environment at T = 30C and is subjected to the convection boundary condition with a heat transfer coefficient h = 45W/. m2.K. Consider three equally spaced points on the periphery, two at the boundary and one in the middle, and find the convective surface temperature of the plate under steady conditions using analytical methods.