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  1. 3 Οκτ 2024 · Calculation Formula. The fan velocity (\ (V_ {fan}\)) can be calculated using the following formula: \ [ V_ {fan} = \frac {CFM} {\left (\pi \times \left (\frac {D} {12}\right)^2 / 4\right)} / 60 \] where: \ (V_ {fan}\) is the fan velocity in feet per second (ft/s), \ (CFM\) is the cubic feet per minute rated by the fan (ft³/min),

  2. Fan Velocity Calculator: Enter the values of Rated Cubic Feet Per Minute of the Fan CFM (ft 3 /m) & Diameter of the Fan D (inches) to determine the value of Fan Velocity Vfan (ft/s).

  3. savvycalculator.com › fan-velocity-calculatorFan Velocity Calculator

    Formula. The formula for calculating fan velocity is: Fan Velocity = Flow Rate / (π * (Fan Diameter / 2)^2) Where: Flow Rate is the volume of air moved by the fan, typically measured in cubic feet per minute (CFM). Fan Diameter is the diameter of the fan, usually measured in inches.

  4. 9 Μαρ 2022 · $\begingroup$ Use a pitot tube and measure the velocity profile across the fan output. Integrate under the curve and calculate the thrust. Makes a neat lab experiment. $\endgroup$ –

  5. www.omnicalculator.com › physics › fanFan CFM Calculator

    24 Ιουν 2024 · This fan calculator that we have made for fans of fans helps you to calculate the CFM value of a given fan if you know the pressure it creates and the power it uses. We have not mentioned the power used by a fan as a specification, but it relates to the dimensions and rotational speed of the fan.

  6. calculator.academy › fan-wind-speed-calculatorFan Wind Speed Calculator

    15 Αυγ 2024 · The following steps outline how to calculate the Fan Wind Speed. First, measure the diameter of the fan (D) in inches and convert it to feet by dividing by 12. Next, determine the RPM (revolutions per minute) of the fan. Use the formula WS = (π * D * RPM * 60) / 5280 to calculate the wind speed.

  7. You can calculate air velocity as v = f/A where f=volumetric air flow and A = cross-sectional area of the air passage. Also, you have m=p*f, where m=mass flow rate and p=air density. Here 1 it says that "By conservation of energy, the energy consumed in rotating the fan is the same as the energy required to deliver the air: Pfan ∝ υ"