Calculating CFM Over a Room Surface

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Calculating CFM over a surface near the floor in a room with an exhaust vent involves understanding airflow dynamics and the impact of distance from the exhaust duct. The provided formula appears to yield excessively high results, suggesting a potential error in its structure, particularly regarding the distance variable. It is generally accepted that as distance from the exhaust increases, the CFM at the surface should decrease, indicating that the formula may need to incorporate an inverse relationship for distance. Additionally, the discussion raises the possibility of needing logarithmic adjustments to accurately reflect airflow behavior. Accurate calculations are essential for effective HVAC design and airflow distribution analysis.
Mike1984
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I have a tough question. I'm trying to calculate the cfm over a surface in a room. assuming that the only airflow out of the room is an exhaust vent. I need to know how to calculate that CFM for the surface near the floor of the room, depending on its distance from the exhaust duct and the cfm inside the duct. I have one formula, but it seems incorrect to me:

O = c (10*x^2 + A) Vx (where Vx is V sub x)

O is the exhaust volume (at the surface in the room, I believe), cfm
x is the distance from the center of the hood on the exhaust duct to the surface in question, ft
A is the hood face area, not including the flange, sq ft
Vx is the minimum capture velocity, fpm.
c is a multiple for flanged or unflanged hood, .75 for flanged, 1 for unflanged.

this formula produces results that are way too large. shouldn't the portion with the x be inversely effecting the results (divided) rather than directly effecting them (multiplied, whatever).

Any input would be appreciated. thanks.
 
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I'm an HVAC engineer, but I'm really not sure what you are trying to do here. Are you trying to figure out how airflow gets distributed through a room? I don't understand what you men by "surface near he floor of the room". Do you mean hypothetically if you held up a piece of paper edge-on to the flow, what would the flow be? I don't see anything that says how big this hypothetical surface is. I've never seen that equation before. Where did you get it?
 
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Mike1984 said:
...this formula produces results that are way too large. shouldn't the portion with the x be inversely effecting the results (divided) rather than directly effecting them (multiplied, whatever).

Yes. The distance should inversely effect the results with an increase in distance there should be a decrease in CFM at the surface. Are you missing a Log or an antilog in that formula? It should work almost like a sound calculation.
 
So I know that electrons are fundamental, there's no 'material' that makes them up, it's like talking about a colour itself rather than a car or a flower. Now protons and neutrons and quarks and whatever other stuff is there fundamentally, I want someone to kind of teach me these, I have a lot of questions that books might not give the answer in the way I understand. Thanks
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