Calculating Drag Force due to air on a Pedestal Fan blade

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Kaycee92
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I am doing a project where in a pedestal fan is alternatively powered using a flywheel. The flywheel is brought to some initial angular velocity by the electric motor. Now, if the power goes off, the fan blades would be coupled to the flywheel and it continues to rotate for the next 10 minutes.

After the power goes off, we have considered that

Energy-flywheel + Energy-fan = ∫ (Torque-drag force * ω -fan) dt

I'm having trouble calculating the torque due to the drag force and how to geometrically simplify the fan blades.

Any solution would be very much helpful.
 
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Yes, but that would give me the power consumed at some constant fan speed( during operation).

When my flywheel is engaged, the rpm keeps on reducing and is a function of time.

If I know how the drag force is related to angular velocity and how much torque is generated, I would then be able to solve.
 
Kaycee92 said:
Yes, but that would give me the power consumed at some constant fan speed( during operation).

When my flywheel is engaged, the rpm keeps on reducing and is a function of time.
Well, once you have the peak, you can use the fan affinity laws to calculate the power at any rpm. Basically, power is a cube function of rpm.