Calculate Air Speed in Turbine Tunnel - PSF.AT.00252V2

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To calculate the air speed in a turbine tunnel, the volumetric flow rate (Q) in cubic feet per minute must be divided by the cross-sectional area of the orifice in square feet. The user provided an air volume of 375,000 cfm and an orifice area of 18,900 ft², along with an air pressure of 20 inches of water column. The discussion emphasizes the need to convert volumetric flow to velocity by ensuring the units are compatible. Clarification on additional parameters like upstream pressure or mass flow is also sought for a more accurate calculation. Understanding the relationship between flow rate and area is crucial for determining the air velocity.
albertwinnie
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Newbie here;I have a project where I need to know the formula to find the speed of a known quantity of air in cubic feet per minute going though an orfice.So I can calculate
psf.at.00252v2
 
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Firstly, ft^3/min is not a unit of speed, rather of volumetric flow, typically denoted by the variable, Q. Dividing Q by the cross-sectional area will give you the velocity.

However, aside from that, you've given us nothing. You are posting zero knows in this problem and expect an answer for something. Do you have upstream pressure? Mass flow? What?
 
Thank you for that Minger,,,,,I,m off to the hospital for a scat scan and will post more details when I return.
 
Hi Minger,,,,OK,Back in home,,

air volume=375,000 cfm3

orfice=18,900 ft2

air pressure=20 inches water column

velocity of air = ?
 
Look at the units.

You have flow in
\frac {ft^3} {min}

and an area in
ft^2

can you look at that and figure out the operation needed to arrive at a number in

\frac {ft} {min} ?
 
What am I missing ?
 
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