����PRESENTATION ON �WIND TURBINE
Alternate Energy Activities
A look at Wind Power
Wind Power
The first use of a large windmill to generate electricity was a system built in Cleveland, Ohio, in 1888 by Charles F. Brush. The Brush machine was a postmill with a multiple-bladed "picket-fence" rotor 17 meters in diameter, featuring a large tail hinged to turn the rotor out of the wind. It was the first windmill to incorporate a step-up gearbox (with a ratio of 50:1) in order to turn a direct current generator at its required operational speed (in this case, 500 RPM.)
Modern Wind Turbine
Commercial wind energy is one of the most economical sources of new electricity available today. Wind turbines can be set up quickly and cheaply compared with building new coal-fired generating stations or hydroelectric facilities. Modern wind generating equipment is efficient, highly reliable, and becoming cheaper to purchase. The environmental impact of large wind turbines is negligible compared with an open pit coal mine or a reservoir, and during their operation produce no air pollution. Because of these factors, wind energy is recognized as the world's fastest-growing new energy source.
How does a Wind Turbine Work?
Office of Energy Efficiency and Renewable Energy.
How does a Wind Turbine Work?
Inside view of Wind Turbine
Office of Energy Efficiency and Renewable Energy.
How does a Wind Turbine Work?
Where should you put a Wind Turbine?
How much Power does a Wind Turbine Generate?
Kinetic Energy = Work = ½mV2
Where:
M= mass of moving object
V = velocity of moving object
What is the mass of moving air?
= density (ρ) x volume (Area x distance)
= ρ x A x d
= (kg/m3) (m2) (m)
= kg
V
A
d
How much Power does a Wind Turbine Generate?
Power = Work / t
= Kinetic Energy / t
= ½mV2 / t
= ½(ρAd)V2/t
= ½ρAV2(d/t)
= ½ρAV3
Power in the Wind =½ρAV3
d/t = V
A couple things to remember…
Power in the Wind = ½ρAV3
Swept Area – A = πR2 (m2) Area of the circle swept by the rotor.
ρ = air density – in Colorado its about 1-kg/m3
Example – Calculating Power in the Wind
Power in the Wind = ½ρAV3
V = 5 meters (m) per second (s) m/s
ρ = 1.0 kg/m3
R = .2 m >>>> A = .125 m2
Power in the Wind = ½ρAV3
= (.5)(1.0)(.125)(5)3
= 7.85 Watts
Units = (kg/m3)x (m2)x (m3/s3)
= (kg-m)/s2 x m/s
= N-m/s = Watt
Is Wind Power 100% efficient?
Power from a Wind Turbine Rotor = Cp½ρAV3
Cp is called the power coefficient.
Cp is the percentage of power in the wind that is converted into mechanical energy.
What is the maximum amount of energy that can be extracted from the wind?
Betz Limit:
What’s the most power the .2-m turbine in the example can produce in a 5 m/s wind?
7.85 Watts x .5926 (Betz Limit) = 4.65 Watts
THANK YOU