0% found this document useful (0 votes)
34 views16 pages

Introduction To Wind Energy

Uploaded by

highman6000
Copyright
© © All Rights Reserved
We take content rights seriously. If you suspect this is your content, claim it here.
Available Formats
Download as PDF, TXT or read online on Scribd
0% found this document useful (0 votes)
34 views16 pages

Introduction To Wind Energy

Uploaded by

highman6000
Copyright
© © All Rights Reserved
We take content rights seriously. If you suspect this is your content, claim it here.
Available Formats
Download as PDF, TXT or read online on Scribd
You are on page 1/ 16

Ain Shams University Wind Energy, ERGY 530

Faculty of Engineering Spring-2017


New Programs, CHEP
Where Does the Wind Come From?
• Uneven heating of the Earth
– What if the Earth did not rotate?
Where Does the Wind Come From?
• Add rotation (and thus the Coriolis effect) and
what happens?
Where Does the Wind Come From?
• Secondary and tertiary
circulations also occur
around the earth
– Secondary
• Hurricanes (tropical cyclones)
• Extratropical cyclones
– Tertiary
• Uneven heating due to terrain
or surface properties
– Land/sea breezes
– Mountain/valley breezes
– Thunderstorms
– Tornadoes
Power in the Wind Foundations

mass m kg
Density     [ 3]
volume V m

• Volume  area * length  AL [m 3 ]

• Velocity 
length L m
time
 [ ]
t s

• Power 
energy J
time
[ W]
s
• Energy 1
2
1
 K . E .  mass * ( velocity ) 2  mv 2 [ J ]
2
Come up with an equation for power as a function only of Area, Velocity and Density:

1 2 1 1
K .E. 2 mv ( V ) v 2
(  AL ) v 2
1
Power    2  2   Av 3
t t t t 2
What Happens to the Wind as you Go
Up in Elevation?

A sample graph of wind speeds from 0 to 140 m


L
( )
= TI
𝑁
𝑣 3
𝑖𝑥= h
WPD = ½ ρ 𝑁

ρ
𝑣m
𝑣ℎ
𝑁
𝑣 3
ℎ=1 h
EPF = 𝑁𝑣m 3
Power in the Wind
kg m
• Let’s check our units: N 2
s
1 J Nm
PW   Av 3

2
3
 
2
kg m kg m
 m 2
   
 
3 3
m s s

kg m 2 N m J
s 3

s

s
 Watt
Capacity Factor
24 hr 365 days
# hr / yr    8760 hr / yr
day yr

The amount of energy generated divided by the


amount which could be produced if the turbine were
running at its full capacity all of the time.

Typically considered over a year, but could be


measured over any timeframe.

You might also like