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Exhaust and intake fan boundry conditions

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Old   March 8, 2016, 06:31
Exclamation Exhaust and intake fan boundry conditions
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Ahmed
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hello I am new here and am working on a project to design a ventilation system for parked cars and I have a problem with boundary conditions specially exhaust fan ( as outlet) and intake fan as (inlet).

I calculated the cooling load required for the car and from there I calculated the required flow rate...and chose a fan with that can provide me this flow rate...but I'm having a rough time to input the PRESSURE JUMP. in the fans specification table I only have a static pressure in inH2O...so how can I calculate the pressure jump (rise) from it...
PLEASE HELP !!!....its urgent
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Old   March 8, 2016, 06:33
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Excuse my English !!!
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Old   March 9, 2016, 10:39
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Fans are spec'd in pressure rise at a given flowrate, so you can simply use that as your boundary condition.

Just convert your static pressure from inches of water to Pascals. The actual conversion factor varies depending on standard used but it's ~250.
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Old   March 12, 2016, 18:10
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Well my fans specs are 133~187 CFM for a range 0.15~0.55 inH2O static pressure....when I tried that on a simple 2D pipe geometry with a fan in the middle then tried to calculate the flow rate from it putting the minimum static pressure of 0.15....but then I only got a 78 CFM...

That's why I didn't know what to do ...should I change the gauge pressure ? Or change the turbulence method ..am setting to turbulent intensity and length scale putting the intensity to 10% (high turbulence) and length scale as the diameter of the fan (0.172 m)

Please help !
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Old   February 13, 2021, 09:03
Default boundary conditions for fan model
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i have same problem to simulation fan boundary condition in 2 dimension
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Old   February 15, 2021, 02:27
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I suggest you to check our article which is very close to your problem. Regards and good luck!

"Influence of buoyancy forces in multi-storey buildings on the efficiency of
a regenerative air handling unit with heat recovery"

https://iopscience.iop.org/article/1...2/1/012029/pdf
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