The power available from a wind turbine is calculated by the following equation: P = 1 2 A ρ v 3 where P 5 power [watts], A = sweep area (circular) of the blades [square meters], ρ = air density [kilograms per cubic meter], and v = velocity [meters per second]. The world’s largest sweep area wind turbine generator in Spain has a blade diameter of 420 feet [ft]. The specific gravity of air is 0.00123. Assuming a velocity of 30 miles per hour [mi/h] and the power produced is 5 megawatts [MW], determine the efficiency of this turbine.
The power available from a wind turbine is calculated by the following equation: P = 1 2 A ρ v 3 where P 5 power [watts], A = sweep area (circular) of the blades [square meters], ρ = air density [kilograms per cubic meter], and v = velocity [meters per second]. The world’s largest sweep area wind turbine generator in Spain has a blade diameter of 420 feet [ft]. The specific gravity of air is 0.00123. Assuming a velocity of 30 miles per hour [mi/h] and the power produced is 5 megawatts [MW], determine the efficiency of this turbine.
The power available from a wind turbine is calculated by the following equation:
P
=
1
2
A
ρ
v
3
where P 5 power [watts], A = sweep area (circular) of the blades [square meters], ρ = air density [kilograms per cubic meter], and v = velocity [meters per second]. The world’s largest sweep area wind turbine generator in Spain has a blade diameter of 420 feet [ft]. The specific gravity of air is 0.00123. Assuming a velocity of 30 miles per hour [mi/h] and the power produced is 5 megawatts [MW], determine the efficiency of this turbine.
State the following laws a) v/t = constant, (b) pv=constant c) pv^n=constant
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