A long iron plate has two infinite edges and far end at 0 degree and the edge on the y plane at 60degree. Distance between the edges along the x axis 20 cm. Find the temperature distribution when the system in steady-state conditions
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A long iron plate has two infinite edges and far end at 0 degree and the...
A sheet of metal coincides with the square in the xy-plane whose vertices (0, O), (1 0), (1, 1) and (0, 1). The two faces of the sheet are insulated, and the sheet is so thin that heat flow in it can be regarded as two-dimensional. The edges parallel to the x- axis are insulated, and the left-hand edge is maintained at the constant temperature O. If the temperature distribution u(1, y) f(y) is maintained along the right-hand edge, Set...
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Consider the base plate of a 800-W household iron hav- ing a thickness of L = 0.6 cm, base area of A = 160 cm², and thermal conductivity of k = 20 W/m - °C. The inner surface of the base plate is subjected to uniform heat flux generated by the resistance heaters inside. When steady operating conditions are reached the outer surface temperature of the plate is mea- sured to be 85°C. Disregarding any heat loss through the upper...
Anyone able to help with this 3-D plotting on Matlab Question 1: Three edges of a rectangular plate (a 5 m, b 4 m) are kept at a temperature of O C and one side is kept at a temperature T 80 C, as shown in the figure, on bottom-left. Determine and plot the following temperature distribution Tx,y) in the plate sin ((2n-1)쯤) sinh ((2n-1) 同 (2n-1)sinh((2n-1) TEY 471 7(x, y) = Heat conduction through a square plate a) Create...
A two-dimensional rectangular plate is subjected to prescribed boundary conditions. Using the results of the exact solution for the heat equation presented in Sec- tion 4.2, calculate the temperatures along the mid-plane of the plate (x m at y 0.25, 0.5, and 0.75 m by considering the first five nonzero terms of the infinite series. Assess the error resulting from using only the first three terms of the infinite series y (m) T2-1 50°C T1 = 50°C T 50°C r...