| After reading many of the postings on this site it seems apparent that folks would like to be able to get an idea of the force the wind puts on the face of the rotating blades. This is the force that will cause the blades to furl (or just plain try to push the whole assembly downwind). I copied this info during some research about 25 yrs ago and am not sure of its origin. I hope the formula formatting is understandable.
P=(1/2 Cd p A v^2 Fdl) / Gc
where:
P= Pounds of force on the rotor
Cd= Drag Coefficient = 1.57
p= air density = 0.076 Lbm/ft^3
A= Area swept by blade
v= wind velocity in ft/sec
Fdl= Dynamic load factor = 1.4
Gc= sec^2/Lbm-ft (coefficient of gravity?) = 32.2
The equation boils down to:
P= 0.0026 X (Area) X (wind velocity ^2)
I used this eq. to determine and set the furling point of a 5 ft dia prop (TSR=12) and it seems to be in the ballpark. One would think there should be some included factors for TSR as it seems likely a slow (low TSR) rotating blade would interfere less wind than a faster (high TSR) rotating blade. I need to do more experiments with this but as I said it seems to give reasonable values.
johnlm
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