How can I convert from CFM to air speed for wind generation?

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SUMMARY

The discussion focuses on converting Cubic Feet per Minute (CFM) to air speed in miles per hour (mph) or meters per second (m/s) for the PacWind Delta I wind generator. Participants highlight that while CFM measures air volume, air speed is influenced by the diameter of the fan or tube. A rough estimate suggests that air speed can be calculated by relating CFM to the cross-sectional area of the wind channel, although factors like air leakage and pressure differentials complicate the accuracy of this conversion.

PREREQUISITES
  • Understanding of CFM (Cubic Feet per Minute) as a measurement of air volume
  • Knowledge of basic fluid dynamics principles
  • Familiarity with the concept of cross-sectional area in airflow
  • Awareness of factors affecting air pressure differentials in fans
NEXT STEPS
  • Research the formula for converting CFM to air speed using cross-sectional area
  • Explore the impact of fan diameter on airflow and speed
  • Investigate methods to minimize air leakage in wind generation systems
  • Learn about pressure differentials and their effect on fan performance
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Engineers, wind energy researchers, and students working on wind generation projects who need to understand airflow dynamics and optimize fan performance for energy generation.

RyanVellia
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I was doing some research for my senior design project and came across a problem.

We are working with the PacWind Detla I wind generator and need to mimic high wind conditions. You see, we don't want to have to rely on just the natural wind for generation, we would like to create a high wind environment so that we can get the most out of our generator. Higher wind speed = more output power.

My problem is that most industrial fans are rated in CFM, which is air volume speed, not air speed.

I need to figure out how to convert from CFM to mph (or m/s) or any form of air speed.

Is there anybody in here that can help me?

-Ryan
 
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RyanVellia said:
I was doing some research for my senior design project and came across a problem.

We are working with the PacWind Detla I wind generator and need to mimic high wind conditions. You see, we don't want to have to rely on just the natural wind for generation, we would like to create a high wind environment so that we can get the most out of our generator. Higher wind speed = more output power.

My problem is that most industrial fans are rated in CFM, which is air volume speed, not air speed.

I need to figure out how to convert from CFM to mph (or m/s) or any form of air speed.

Is there anybody in here that can help me?

-Ryan

Welcome to PF.

As a gross estimate, how would you expect to get from volume/min to linear speed?

Volume/minute is Distance3/time and Speed is distance/time?
 
LowlyPion, that is exactly my point. Mathematically it seems impossible, however, I know there is some kind of way to relate the two quantities.

Also, I know that air speed will depend on the diameter of the fan/tube. For example, air will flow faster through a tube w/ a smaller diameter than with a larger one.. And I'm assuming that if it is just a simple fan, the speed will be even lower.

I was just seeing if anyone knew how to get a fairy accurate estimate based on CFM alone.
 
RyanVellia said:
LowlyPion, that is exactly my point. Mathematically it seems impossible, however, I know there is some kind of way to relate the two quantities.

Also, I know that air speed will depend on the diameter of the fan/tube. For example, air will flow faster through a tube w/ a smaller diameter than with a larger one.. And I'm assuming that if it is just a simple fan, the speed will be even lower.

I was just seeing if anyone knew how to get a fairy accurate estimate based on CFM alone.

You weren't paying close attention to what I was saying. Volume/min is roughly speaking in air flow terms equal to the cross section of the wind channel times the air speed. Now of course the reason I say "roughly" is because it's a pretty lossy system because of air leaking and non-uniformity between circular fans and rectangular channels, and the air pressure differentials that a fan can support and such. But it's not a bad place to start.
 

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