Heat loss of a steel steam pipe

AI Thread Summary
The discussion revolves around calculating heat loss from a steel steam pipe during a re-insulation project. The pipe maintains an internal temperature of 460°F while exposed to ambient air at 70°F, with airflow at 5 mph. Participants emphasize the need to determine the convection coefficient (h) to calculate heat loss per unit length using both radiation and convection methods. One contributor successfully resolves the issue by referencing heat transfer principles, specifically using the Reynolds number to find the Nusselt number, which in turn provides the convection coefficient. The conversation highlights the importance of understanding heat transfer fundamentals in practical applications.
Batman318
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I have a heat transfer question, I work in a plant and am doing a re-insulation project. If an unexposed steel steam pipe (k=47) of diameter 10 inches, maintains an internal temperature of 460F and is exposed to ambient air (70F) flowing at 5 mph across the pipe. Determine the heat loss per unit length. The inside diameter of the pipe is 9.224 inches and the O.D. is 10.75 inches. Emissivity can be taken as 0.8. σ = 5.6669 x 10^-8.

I know you need to find (q/L)rad and (q/L)convection but I'm having trouble figuring out h, the convection coefficient. can anyone help?
 
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Batman318 said:
I have a heat transfer question, I work in a plant and am doing a re-insulation project. If an unexposed steel steam pipe (k=47) of diameter 10 inches, maintains an internal temperature of 460F and is exposed to ambient air (70F) flowing at 5 mph across the pipe. Determine the heat loss per unit length. The inside diameter of the pipe is 9.224 inches and the O.D. is 10.75 inches. Emissivity can be taken as 0.8. σ = 5.6669 x 10^-8.

I know you need to find (q/L)rad and (q/L)convection but I'm having trouble figuring out h, the convection coefficient. can anyone help?

For working in a plant and doing a project, that sure sounds like the wording of a schoolwork question...
 
berkeman said:
For working in a plant and doing a project, that sure sounds like the wording of a schoolwork question...

haha wish it was. Finally figured it out, after reading my heat transfer book from a few years ago (thank you very much :cool:), you just have to find the reynolds number and use that to find the Nusselt's number which gives you h.
 
Glad you figured it out. Q_Goest is the guy to thank in this case.
 
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