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Implement an analytical solution for the following problem:
Use Liebmann’s method (Gauss-Seidel) to solve for the temperature of the heated plate in the figure. Employ overrelaxation with a value of 1.5 for the weighting factor and iterate to εs = 10%. Then find the rate of heat flux (q) across the plate’s surface at the points shown. Assume that the plate is 40 Χ 40 cm and is made out of aluminum with the coefficient of thermal conductivity K= 0.5 cal/(s. cm . ºC)
Use last two digits of your ID for the missing temperature at the top of the plate.
last two ID 14

Use Liebmann’s method (Gauss-Seidel) to solve for the temperature of the heated plate in the figure. Employ overrelaxation with a value of 1.5 for the weighting factor and iterate to εs = 10%. Then find the rate of heat flux (q) across the plate’s surface at the points shown. Assume that the plate is 40 Χ 40 cm and is made out of aluminum with the coefficient of thermal conductivity K= 0.5 cal/(s. cm . ºC)
Use last two digits of your ID for the missing temperature at the top of the plate.

last two ID 14 !!!

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Answer #1

- State temperature of plate is given Q. Given Heat thee, Son K= 0.5 cal / (s.com.°c) the steady - DT + 87 ду» dze 2 - let Ti14 = 1, = T2,2 + 10, +3,3+,,) 4 (0+0+0+20) -5° 1) - Таз (Т3, 3+ Tз+11,ч+T, 2. Ч o+ 99-5€ 93+2 ач 54 93+9) - 2933г. *Тър.) 3Ts - 26-02 °C the above desired temperceluxes are for & = 1067. от S = 16°/. prescuit Prolux 8, 1 T, present present T, Peuroprecious 139 3 Те: 2. 32-63 0.9 = 36-2-3са o 9 11 Ті, Tirl precious gooc 22. 22 °C - об.а 0-9 ТЕ. Т2 - T211 Precious - 37-69

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