trashcanman
Mechanical
- Jan 4, 2002
- 470
If someone has the ASTM C680 standard, please confirm an item.
I have and old magazine (HPAC, Nov. 94) article for calculations for insulated piping systems. In it is stated that the standard has for convective coefficient the following (for pipes):
Hcv=C*((1/d)^.2)*((1/Tavg)^.181)*((1+1.277*wind)^.5)=BTUH/Ft^2*Deg.F
d=pipe od, inches
Tavg = average temp of air film
wind=air speed, mph
C=1.016 for horizontal pipes and C=1.235 for longer vertical cylinders.
The wind part is what I want to confirm. Is that what the standard really says?
Also, if you examine the equation, it appears that the higher the average air film temp, the lower the Hcv becomes, approaching 0. The same holds for increasing pipe OD.
Something does not look right. Thanks for replies in advance.
I have and old magazine (HPAC, Nov. 94) article for calculations for insulated piping systems. In it is stated that the standard has for convective coefficient the following (for pipes):
Hcv=C*((1/d)^.2)*((1/Tavg)^.181)*((1+1.277*wind)^.5)=BTUH/Ft^2*Deg.F
d=pipe od, inches
Tavg = average temp of air film
wind=air speed, mph
C=1.016 for horizontal pipes and C=1.235 for longer vertical cylinders.
The wind part is what I want to confirm. Is that what the standard really says?
Also, if you examine the equation, it appears that the higher the average air film temp, the lower the Hcv becomes, approaching 0. The same holds for increasing pipe OD.
Something does not look right. Thanks for replies in advance.