BronYrAur
Mechanical
- Nov 2, 2005
- 798
At what point does ventilation of a boiler room become excessive based on air changes per hour? I have several rooms that I am considering, so I will just give one of the more extreme examples here.
I have a requirement to maintain a boiler room at no more than 10 degrees above outdoor ambient conditions. I have been using the sensible heat formula of Q=(CFM)*1.08*Delta-T to calculate the required CFM at a 10 deg Delta-T. In this one room, I have estimated the boiler heat loss to be 42,000 BTUH, which give me a calculate CFM of approx 3,900 CFM.
My room is very small (only 3,500 cubic feet). When I compare the calculated ventilation rate to the room volume, I get 1.11 air changes every minute, or 67 air changes per hour. That's insane!!! With an air flow rate like that, won't the heat be immediately swept off the boiler and not actually heat up the room very much?
I think the basic sensible heat equation "breaks down" (for lack of a better term) in such a small space. Although it may be true that the air sweeping across the boiler is receiving a 10 degree temp rise, it would seem to me that the room itself will be much closer to ambient since so much air is being ventilated.
Is there a better way to perform this calculation?
I have a requirement to maintain a boiler room at no more than 10 degrees above outdoor ambient conditions. I have been using the sensible heat formula of Q=(CFM)*1.08*Delta-T to calculate the required CFM at a 10 deg Delta-T. In this one room, I have estimated the boiler heat loss to be 42,000 BTUH, which give me a calculate CFM of approx 3,900 CFM.
My room is very small (only 3,500 cubic feet). When I compare the calculated ventilation rate to the room volume, I get 1.11 air changes every minute, or 67 air changes per hour. That's insane!!! With an air flow rate like that, won't the heat be immediately swept off the boiler and not actually heat up the room very much?
I think the basic sensible heat equation "breaks down" (for lack of a better term) in such a small space. Although it may be true that the air sweeping across the boiler is receiving a 10 degree temp rise, it would seem to me that the room itself will be much closer to ambient since so much air is being ventilated.
Is there a better way to perform this calculation?