the power of windpower is a function of air density, swept area, and wind speed • doubling rotor...

27
Dr. Jeff Salee Dr. Scott Frazier Dr. Shannon Ferrell Department of Agricultural Education, Department of Biosystems Department of Agricultural Communication, and Leadership and Agricultural Engineering Economics The Power of Wind Helping 4-H’ers Understand Wind Power in Oklahoma April 23, 2009

Upload: others

Post on 27-Sep-2020

1 views

Category:

Documents


0 download

TRANSCRIPT

Page 1: The Power of WindPower is a function of air density, swept area, and wind speed • Doubling rotor length gets us 22 = four times the swept area and thus four times the power • Since

Dr. Jeff Salee Dr. Scott Frazier Dr. Shannon FerrellDepartment of Agricultural Education, Department of Biosystems Department of Agricultural

Communication, and Leadership and Agricultural Engineering Economics

The Power of WindHelping 4-H’ers Understand Wind Power in Oklahoma

April 23, 2009

Page 2: The Power of WindPower is a function of air density, swept area, and wind speed • Doubling rotor length gets us 22 = four times the swept area and thus four times the power • Since

Source: http://www.greenspec.co.uk/html/energy/windturbines.html

Location, location, location

Page 3: The Power of WindPower is a function of air density, swept area, and wind speed • Doubling rotor length gets us 22 = four times the swept area and thus four times the power • Since

Location, location, location

Source: Paul Gipe, Wind Energy Basics (Chelsea Green Publishing Co., 1999)

Page 4: The Power of WindPower is a function of air density, swept area, and wind speed • Doubling rotor length gets us 22 = four times the swept area and thus four times the power • Since

The Power of Wind Curriculum

• How can we think like an engineer?

• How do we study the wind?

• How do we use the wind?

• How do geography and community

influence wind power projects?

• How does wind inspire creativity and

design?

Page 5: The Power of WindPower is a function of air density, swept area, and wind speed • Doubling rotor length gets us 22 = four times the swept area and thus four times the power • Since

How Do Geography and

Community Influence Wind

Power Projects?

[The Oklahoma Version]

Page 6: The Power of WindPower is a function of air density, swept area, and wind speed • Doubling rotor length gets us 22 = four times the swept area and thus four times the power • Since

So why is it so windy in the southern Great Plains?

Page 7: The Power of WindPower is a function of air density, swept area, and wind speed • Doubling rotor length gets us 22 = four times the swept area and thus four times the power • Since

But what about Oklahoma specifically?

Page 8: The Power of WindPower is a function of air density, swept area, and wind speed • Doubling rotor length gets us 22 = four times the swept area and thus four times the power • Since

A Map of Oklahoma’s Wind Resources

•B

•C

• •A

D, E, F

Current Wind Farms

A – Oklahoma (Woodward)

B – Blue Canyon (Lawton)

C – Weatherford

D – Centennial (Fort Supply)

E – Sleeping Bear (Fort Supply)

Source: Oklahoma Wind Power Initiative

•G

F – Buffalo Bear (Ft. Supply / Buffalo)

G – Red Hills (Hammon)

Page 9: The Power of WindPower is a function of air density, swept area, and wind speed • Doubling rotor length gets us 22 = four times the swept area and thus four times the power • Since

Top 10 States by

Installed Wind Energy Capacity

Page 10: The Power of WindPower is a function of air density, swept area, and wind speed • Doubling rotor length gets us 22 = four times the swept area and thus four times the power • Since

States with Renewable Portfolio StandardsSource: US Department of Energy, Office of Energy Efficiency and Renewable Energy

Page 11: The Power of WindPower is a function of air density, swept area, and wind speed • Doubling rotor length gets us 22 = four times the swept area and thus four times the power • Since

Oklahoma’s Installed Utility-Scale

Wind Power Capacity

Source: Oklahoma Wind Power Initiative

Page 12: The Power of WindPower is a function of air density, swept area, and wind speed • Doubling rotor length gets us 22 = four times the swept area and thus four times the power • Since

W hat concerns do communities have about wind power?

Image courtesy Brian Hobbs, WFEC

Image from Google Earth

Page 13: The Power of WindPower is a function of air density, swept area, and wind speed • Doubling rotor length gets us 22 = four times the swept area and thus four times the power • Since

What concerns do communities have about wind power?

Page 14: The Power of WindPower is a function of air density, swept area, and wind speed • Doubling rotor length gets us 22 = four times the swept area and thus four times the power • Since

What concerns do communities have about wind power?

Image courtesy Brian Hobbs, WFEC

Page 15: The Power of WindPower is a function of air density, swept area, and wind speed • Doubling rotor length gets us 22 = four times the swept area and thus four times the power • Since

What concerns do communities have about wind power?

Page 16: The Power of WindPower is a function of air density, swept area, and wind speed • Doubling rotor length gets us 22 = four times the swept area and thus four times the power • Since

How Do We Study The Wind?

Page 17: The Power of WindPower is a function of air density, swept area, and wind speed • Doubling rotor length gets us 22 = four times the swept area and thus four times the power • Since

How do we study the wind?

Page 18: The Power of WindPower is a function of air density, swept area, and wind speed • Doubling rotor length gets us 22 = four times the swept area and thus four times the power • Since

Measuring Oklahoma’s wind

Page 19: The Power of WindPower is a function of air density, swept area, and wind speed • Doubling rotor length gets us 22 = four times the swept area and thus four times the power • Since

How Do We Think Like an Engineer?

Page 20: The Power of WindPower is a function of air density, swept area, and wind speed • Doubling rotor length gets us 22 = four times the swept area and thus four times the power • Since

Power is a function of air density, swept area, and wind speed

• Doubling rotor length gets

us 22 = four times the

swept area and thus four

times the power

• Since power increases as

a cubic function of

velocity, we see 23 =

eight times the power.

23

2

1rvP

Source: http://www.windpower.org/en/tour/wres/enerwind.htm,

Page 21: The Power of WindPower is a function of air density, swept area, and wind speed • Doubling rotor length gets us 22 = four times the swept area and thus four times the power • Since

Source: Paul Gipe, Wind Energy Basics (Chelsea Green Publishing Co., 1999)

A sense of turbine scale

Page 22: The Power of WindPower is a function of air density, swept area, and wind speed • Doubling rotor length gets us 22 = four times the swept area and thus four times the power • Since

How big is a wind turbine?

Hub Weight: 35,000 lbs (17.5 tons, 2 1/3 elephants)

Blade Length: 113 feet (wingspan of a 747 jet)

Blade Weight: 17,500 lbs (8.75 tons, 1.1 elephants)

Total Rotor Weight: 87,500 lbs (43.75 tons, 5 2/3 elephants)

COURTESY: OMPA

Page 23: The Power of WindPower is a function of air density, swept area, and wind speed • Doubling rotor length gets us 22 = four times the swept area and thus four times the power • Since

60 TON NACELLE(about the size ofa small school bus)

COURTESY: OMPA

How big is a wind turbine?

Page 24: The Power of WindPower is a function of air density, swept area, and wind speed • Doubling rotor length gets us 22 = four times the swept area and thus four times the power • Since

THE TOP SECTION

WEIGHS 24.5 TONS

COURTESY: OMPA

How big is a wind turbine?

Page 25: The Power of WindPower is a function of air density, swept area, and wind speed • Doubling rotor length gets us 22 = four times the swept area and thus four times the power • Since

COURTESY: OMPA

Page 26: The Power of WindPower is a function of air density, swept area, and wind speed • Doubling rotor length gets us 22 = four times the swept area and thus four times the power • Since

An example from Woodward/Freedom

∼1 mile

Average ∼800 ft.Between turbine

Source: Image and measurements from Google Earth, http://earth.google.com

Page 27: The Power of WindPower is a function of air density, swept area, and wind speed • Doubling rotor length gets us 22 = four times the swept area and thus four times the power • Since

Spacing Out:The spatial impacts of projects

• American Wind

Energy Association

estimates total area

of ≈ 60 acres/MW of

capacity.

• ≈ 3 acres (5%) to

actual physical

occupation of land.

• ≈57 acres (97%) to

exclusion area for

windflow

preservation.

¼ section (160 acres)

Image from Google Earth