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Heat Current Problem 
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#1
Jan2210, 01:43 PM

P: 27

1. The problem statement, all variables and given/known data
Rods of copper, brass, and steel are welded together to form a Yshaped figure. The crosssectional area of each rod is 2.00 cm^2. The free end of the copper rod is maintained at 100.0 degrees C, and the free ends of the brass and steel rods at 0.0 degrees C. Assume there is no heat loss from the surfaces of the rods. The lengths of the rods are: copper, 13.0 cm; brass, 18.0 cm; steel, 24.0 cm What is the temperature at the junction? 2. Relevant equations H = kA(T[hot]T[cold]) / L Where H is the heat current, k is the materials thermal conductivity, A is the crosssectional area, T[hot]T[cold] / L is the temperature gradient. (change in temp divided by length). 3. The attempt at a solution I can solve these types of questions with only 2 bars. What I would do is plug in the values for each material into the heat current formula , make them equal each other, then solve for T at the junction. This method won't work for 3 materials coming together. Please help! Thanks. [Edit] I'm sorry for posting this in the advanced physics thread it was supposed to be in introductory. If any mod sees this they can move it, thank you! 


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