Calculating Torque on a Turbine

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The discussion centers on calculating torque for a turbine falling through the air, specifically addressing how torque is generated despite no net horizontal force. The turbine spins counterclockwise, and the interaction between the turbine blades and the air creates a clockwise acceleration of air, resulting in a counter-clockwise torque on the turbine. As the turbine rotates, its rate of rotation decreases the effective angle of attack and the clockwise acceleration of air, which in turn reduces the torque. Eventually, all torques balance out, stabilizing the turbine's rotation. The role of skin friction in torque generation is also questioned but not definitively answered.
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So I have a turbine falling through the air such that the free-body diagram for each of its rotor blades would look like:

http://img444.imageshack.us/img444/2504/freebodypy6.png

And the whole turbine spins counterclockwise

I understand that for this case you can split drag into form drag and skin friction, but how is torque being done on the turbine if there's no net force done in the horizontal direction?
Does skin friction apply to the torque?

Thanks,
JT
 
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JT673 said:
The whole turbine spins counterclockwise. How is torque being done on the turbine if there's no net force done in the horizontal direction?
The air is being accelerated clockwise via interaction with the turbine blades, and reacts to this clockwise acceleration with a counter-clockwise torque on the turbine. Eventually the turbines rate of rotation reduces the effective angle of attack and clockwise acceleration of air, reducing the torque until all torques cancel, and the rate of rotation stabilizes.
 
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