The power available from a wind turbine is calculated by the following equation: P==Apu where P= power [watts], A= sweep area (circular) of the blades [square meters], p= air density [kilograms per cubic meter A wind turbine generator has a blade diameter of 380 feet [ft]. The specific gravity of air is 0.00123. Assuming a velocity of produced is 4.8 megawatts [MW, determine the efficiency of this turbine.

The power available from a wind turbine is calculated by the following equation: P==Apu where P= power [watts], A= sweep area (circular) of the blades [square meters], p= air density [kilograms per cubic meter A wind turbine generator has a blade diameter of 380 feet [ft]. The specific gravity of air is 0.00123. Assuming a velocity of produced is 4.8 megawatts [MW, determine the efficiency of this turbine.

Name: by the following equation:1.P=Aputhe blades [square meters], p= air d
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Description: by the following equation:1.P=Aputhe blades [square meters], p= air density [kilograms per cubic meter], and v=velocity [meters per second].feet [ft]. The specific gravity of air is 0.00123. Assuming a velocity of 32 miles per hour [mi/h] and the po

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Publisher:Raymond A. Serway, Chris Vuille

Chapter1: Units, Trigonometry. And Vectors

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by the following equation:
1.
P=Apu
the blades [square meters], p= air density [kilograms per cubic meter], and v=velocity [meters per second].
feet [ft]. The specific gravity of air is 0.00123. Assuming a velocity of 32 miles per hour [mi/h] and the power
ency of this turbine.
gth.
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ed units in the Sl system.
swer to one decimal place.)
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The power available from a wind turbine is calculated by the following equation:
Apu
P=
where P= power [watts], A-sweep area (circular) of the blades [square meters), p= air density [kilograms per cubic meter
A wind turbine generator has a blade diameter of 380 feet [ft]. The specific gravity of air is 0.00123. Assuming a velocity of
produced is 4.8 megawatts [MW], determine the efficiency of this turbine.
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