Wind load calculation ASCE 7-05 & 02
Method of wind calculation:
ASCE 7-02 provides two methods for wind load calculation: a
simplified procedure and an analytical procedure. The simplified procedure is
for building with simple diaphragm, roof slope less than 10 degree, mean roof
height less than 30 ft, regular shape rigid building, no expansion joints, flat
terrain and not subjected to special wind condition. The analytical procedure is for all buildings and
non-building structures. Each
procedure has two categories: wind for main wind force-resisting system and wind
for component and claddings.
Method 1: Simplified Procedure
Simplified procedure tablets wind pressures for exposure B at 30 ft in Figure
6-2 of ASCE 7-02. An adjustment
factor is provided for different exposure and height.
The wind pressure is the wind pressure in the table multiplied by
adjustment factor and important factor.
Main wind force-resisting system:
The design wind pressure shall be determined as
Ps = l
I Ps30
l
= Adjustment factor for building height and exposure from Figure 6.2 of ASCE
7-02.
I = Important factor
Ps30 = simplified design wind pressure for
exposure B at h = 30 ft and I = 1 from Figure 6-2.
Notes:
- Figure
6.2 includes Ps30 for basic wind speed from 85 to 170 mph and roof angle
from 0 t0 45 degree.
Examples for basic wind speed of 90 mph from 15 to 45 degree are
shown below.
|
Basic wind speed
|
Roof angle
(deg)
|
Load case
|
Zone
|
|
Horizontal
Pressure
|
Vertical
Pressure
|
Overhang
|
|
A
|
B
|
C
|
D
|
E
|
F
|
G
|
H
|
ECH
|
GCH
|
|
90
mph
|
15
|
1
|
16.1
|
-5.4
|
10.7
|
-3.0
|
-15.4
|
-10.1
|
-10.7
|
-7.7
|
-21.6
|
-16.9
|
|
20
|
1
|
17.8
|
-4.7
|
11.9
|
-2.6
|
-15.4
|
-10.7
|
-10.7
|
-8.1
|
-21.6
|
-16.9
|
|
25
|
1
2
|
16.1
-
|
2.6
-
|
11.7
-
|
-2.7
-
|
-7.2
-2.7
|
-9.8
-5.3
|
-5.2
-0.7
|
-7.8
-3.4
|
-13.3
-
|
-11.4
-
|
|
30-45
|
1
2
|
14.4
14.4
|
9.9
9.9
|
11.5
11.5
|
7.9
7.9
|
1.1
5.6
|
-8.8
-4.3
|
0.4
4.8
|
-7.5
-3.4
|
-5.1
-5.1
|
-5.8
-5.8
|
- Wind
shall be calculated for horizontal pressure for zone A, B, C, D; vertical
pressure for zone E, F, G, H; and overhang pressure, Ech, Gch
as follows:
|
Zone
|
Horizontal
pressure
|
Zone
|
Vertical
pressure
|
Zone
|
Windward
overhang
|
|
A
|
End
zone of wall.
|
E
|
End
zone of windward roof
|
Ech
|
On
vertical projection of end zone overhang
|
|
B
|
End
zone of roof.
|
F
|
End zone of leeward roof
|
|
C
|
Interior
zone of wall
|
G
|
Interior
zone of windward roof
|
Gch
|
On
vertical projection of interior zone overhang
|
|
D
|
Interior
zone of roof
|
H
|
Interior
zone of leeward roof
|
- Pressures
shown are net pressure from windward, leeward and interior pressure and
shall be applied to the horizontal and vertical projections of the building.
- There
are two cases shown in Figure 6.2: Case 1: transverse direction, and Case 2:
longitudinal direction. Both
cases shall be checked for roof slope, 25° < q
£
45°
- The
length of end zone X=2a. The
length, a shall be 10% of least dimension or 0.4h, whichever is smaller, but
not less than 8% of least horizontal dimension or 6 ft.
- For
flat roof, the length of E/F and G/H shall be 1/2 length of the building.
Component and cladding:
The design wind pressure shall be determined as
Pnet = l
I Pnet30
l
= Adjustment factor for building height and exposure from Figure 6.3 of ASCE
7-02.
I = Important factor
Pnet30 = simplified design wind pressure for
exposure B at h = 30 ft and I = 1 from Figure 6-3.
In general, wind pressures for components and cladding are
higher than those in main wind force resisting system.
Wind pressures show in Figure 6-3 are broken down to effective areas of
10, 50, and 200 square foot to account for localized effect.
Notes:
Figure
6-3 shows Pnet30 for flat roof, hip roof, and gable roof. Wind pressures
on roof are divided to three zones: (1) interior zone, (2) end zone and (3)
corner zone. Wind pressures on walls are divided to two zones: (4) interior zone
and (5) end zone. Example of wind zones for gable roof with roof angle
from 7 to 45 degree is shown in the figure below. The width of end zone is
“a” instead of “2a”. Wind pressures for wall, roof, and roof overhang
are shown in several tables.
Example
Example 1: Wind load on a
small office building in suburb using simplified procedure
Design data:
Eve height: 30 ft
Length of building: L = 100 ft
Width of
building, B = 50 ft
Roof angle: 20 degree
Location: suburb of Chicago
Topographic feature: flat land
Requirement: Determine wind
load for main wind force resisting system
Solution:
1. Determine basic wind speed
from Figure 6.1., V = 90 mph
2. Determine Building cateorgy
from Table 1.1, and important factor from Table 6.1, I =1
3. Determine Exposure category
from Section 6.5.6, Exposure B
4. Determine wind pressure,
Ps30 and adjustment coefficient, l from Figure 6-2
Mean roof height: h = 30 ft +
(B/2)tan (20 degree) = 39.1 ft
Use 40 ft for adjustment
factor
Wind pressure Ps30
Horizontal pressure:
Zone A: Ps30A =
17.8 psf
Zone B: Ps30B =
-4.7 psf
Zone C: Ps30C =
11.9 psf
Zone D: Ps30D =
-2.6 psf
Vertical pressure:
Zone E: Ps30E =
-15.4 psf
Zone F: Ps30F =
-10.7 psf
Zone G: Ps30G =
-10.7 psf
Zone H: Ps30H =
-8.1 psf
Adjustment factor: l
= 1.09
Design wind pressure:
Horizontal pressure:
Zone A: PA = Ps30A
I l=
19.4 psf
Zone B: PB = Ps30B
I l=
-5.1 psf
Zone C: PC = Ps30C
I l=13
psf
Zone D: PD = Ps30D
I l=
-2.8 psf
Vertical pressure:
Zone E: PE = Ps30E
I l=
-16.8 psf
Zone F: PF = Ps30F
I l=
-11.7 psf
Zone G: PG = Ps30G
I l=
-11.7 psf
Zone H: PH = Ps30H
I l=
-8.8 psf
Length of end zone, X = 2 a
a is smaller of 0.4h = 15.64
ft, 0.1B=5 ft, but not less than 3 ft
X = 10 ft
|