NASA
Technical
Memorandum
TM
102782
I
Comparison Of Analytical Methods For Calculation Of Wind Loads
September
1989
N90-13813 (NASA-TM-1027B2) COMPARISON METHODS FOR CALCULATION OF (NASA) 50 p
OF WIND
ANALYTICAL LOA_S CSCL
2OK
G3/J9
NASA National Space
Aeronautics Administration
and
Unclas 0251715
NASA Technical
Memorandum
TM 102782
Comparison Of Analytical Methods For Calculation Of Wind Loads
Donald J. Minderman Larry L. Schultz Engineering Development September
1989
National Aeronautics and Space Administration John F. Kennedy Space Center
Directorate
KSC-DM-3282 REVISION
COMPARISON OF ANALYTICAL METHODS FOR CALCULATION OF WIND LOADS
This Revision Supersedes All Previous Editions of This Manual
'vD. j.'lV_de_,bM-_g_33
APPROVED
BY:
SEPTEMBER 1989 JOHN F. KENNEDY SPACE CENTER, NASA
A
KSC-DM-3282
ABSTRACT The the
following calculation
analysis is a comparison of wind load pressures.
of
specified in ASCE Paper No. 3269, ANSI Building Code, and the Uniform Building various hurricane speeds to determine calculated results. The winds used for
analytical methods for The analytical methods
A58.1-1982, the Standard Code were analyzed using the differences in the the analysis ranged from
100 mph to 125 mph and applied inland from the shoreline of a large open body of water (i.e., an enormous lake or the ocean) a distance of 1500 feet or ten times the height of the building or structure considered. For a building or structure less than or equal equal ANSI
to
250
feet
in
height
to 115 mph, it was A58.1-1982 calculates
other methods. 500 feet tall mph, there is cases, factors
For acted
determined a larger
a building upon by a
no clear choice that must be
peak wind velocity, large open body of risk factor.
acted
upon
by
that wind
a
the geographic water, and the
greater
than
the method specified load pressure than
or structure wind ranging
of which considered
wind
method are
location, expected
in the
between 250 feet from i00 mph to to the
use; for steady-state
the distance design life
or
and II0
these or
from a and its
iii/iv
KSC-DM-3282
TABLE Section
OF
CONTENTS
TiDle INTRODUCT
.
1.1 1.2 1.3
•
2.1 2.2 2.2.1 2.2.1.I 2.2.1.2 2.2.1.3 2.2.2 2.2.2.1 2.2.2.2 2.2.2.3 2.2.3 2.2.3.1 2.2.4
.
ION .....................................
I
Purpose .......................................... Facilities and Equipment ......................... Definitions ......................................
1 1 1
ANALYSIS
.........................................
2
Problem
Statement
2
................................
Comparison of Analytical Methods ................. American Society of Civil Engineers (ASCE) Paper No. 3269 ........................................ Steady-State Total Wind Pressure, P, ............. Peak Total Wind Pressure, Pz,m. ...................
3
Steady-State Wind Velocity Profile, V, ........... American National Standard Institute (ANSI) A58.1-1982 .......................................
4
Steady-State Total Wind Pressure, P, ............. Peak Total Wind Pressure, P,,mx ................... Steady-State Wind Velocity Profile, V, ........... Standard Building Code ........................... Steady-State Total Wind Pressure, P, ............. Uniform Building Code ............................
5 5 6 6 6 6
DISCUSSION
6
SUMMARY
•
Paqe
....................................... OF
APPENDIX
A
TOTAL
APPENDIX
B
PEAK
APPENDIX
C
FACILITY
RESULTS
PRESSURE TOTAL
SPEEDS
FOR
............................... A
PRESSURE DESIGN
AND
WIND
LIFETIMES
FOR
A
PEAK VARIOUS
WIND
PEAK
8
VELOCITY..
VELOCITY
4
.....
A-I B-I
WIND
.............................
C-I
............................
D-I
D
WIND
APPENDIX
E
WIND PRESSURE AND WIND VELOCITY AT VARIOUS HEIGHTS FOR SPECIFIC HURRICANE WIND SPEEDS AT 33 FEET .......................................
E-I
REFERENCE
F-I
F
PROFILE
FOR
WIND
3 3
APPENDIX
APPENDIX
VELOCITY
STEADY-STATE
3
DOCUMENTS
..............................
v/vi
KSC-DM-3282
ABBREVIATIONS ANSI
American
National
ASCE CA
American California
Society
e.g. ft ft 2 FL i.e. KSC ib/ft 2
for example foot
ib, mph NASA no. NY psf SF STD %
AND
Standards of
Civil
ACRONYMS Institute
Engineers
square foot Florida that is John
F.
Kennedy
Space
Center
pound per square foot pound force mile per hour National Aeronautics and number New York pounds per square shape factor standard
Space
Administration
foot
percent
vii/viii
KSC-DM-3282-
SYMBOLS a
Coefficient Projected is given
Ct
Shape
coefficient
Force
coefficient
Do
Surface
F
Design
pressure drag force
Gust response cladding
I
i
.
.
Importance Velocity
P,
Steady-State to constant
SF
Z
depends
the
exposure
the wind velocity area (ft')
type
except
when
coefficient
at
a specific
factor height
height,
for Z=h
factor
to
Z
main-force
be
pressure
exposure
total wind wind loads
used
(ibf) resisting
for
systems
components
and
Wind
velocity
Peak psf)
wind
pressure
velocity
The shape factor exterior surface variable
U
Risk
of
V,
Wind
velocity
coefficient
pressure on primary (ib/ft 2 or psf)
Peak total wind pressure gusting winds (lb/ft' or
Equation
on
factor
K,
P|wmaR
NOTATION
coefficient
Gust response evaluated at G
that
area normal to for the surface
External
8
alpha
AND
on primary psf) at
pressure
is of
a
a coefficient the building
that
framing
a height, at
depends
framing
Z
due
(ib/ft 2 or
height,
Z
on
a,
Do,
and
to
psf)
(ib/ft'
that depends or structure
due
on
or
the
Z
occurance at
a specific
height
(mph)
ix
KSC-DM-
32 82
Peak
wind
velocity
V30
Wind
velocity
x
A
at
a
specific
height
(mph)
VI,_R
constant
V_0-60
x_
which
mph
to
The
constant
peak
winds
Height Gradient
at
above
a height
of
linearly
x=0.143
at
height
above,
ground above
feet
reduces V30=130
x mentioned
the
30
from
ground
x=0.3
at
mph which
(ft) the
(mph)
(ft)
is
adjusted
for
KSC-DM-3282
I.
_NTRQDUCTION
1.1
PURPOSE
The following analysis is a comparison of analytical methods for calculation of wind load pressures specified in ASCE Paper No. 3269, ANSI A58.1-1982, the Standard Building Code, and the Uniform Building Code. These methods were analyzed for various hurricane wind speeds to determine the differences between their calculated wind load pressures. 1.2
FACILITIES
AND
EQUIPMENT
The analysis included calculations of wind Category III buildings and structures (as 1982; see reference 1 in appendix F) buildings and structures are more closely
load pressure for only defined in ANSI A58.1because Category III identifiable with the
space vehicle processing and launch facilities at KSC. The buildings or structures used for calculating wind load pressure had four sides with vertically oriented walls. Only Exposure D winds (as defined in ANSI A58.1-1982) were considered because Exposure D closely winds experienced building 1.3 For
or
approximates the at KSC. For a
structural
constraints
topography detailed
that
were
and the description followed
types of
see
of the
2.1.
DEFINITIONS the
purpose
of
this
III
Bgildinq
report,
the
following
definitions
shall
apply: Cateqory designated hospitals, national
Qr
$_ructure:
Buildings
as essential facilities including, but fire stations, disaster operations defense centers.
or
structures
not limited centers,
to, and
_: Flat, unobstructed areas exposed to wind flowing over large bodies of water. Exposure D applies only from the shoreline a distance of 1500 feet or ten times the height of the building
or
structure
under
consideration,
whichever
is
greater.
_rg_n d Win4: Wind that affects facilities and space vehicles during ground operations and immediately after a launch. These winds exist below a height of 500 feet. Ground winds are sometimes referred to as surface winds.
KSC-DM-3282
_h_u_:
A
frequently
sudden increase expressed as a
!mpQr_anq@ hazard to
Factor: human life
Peak speed hour,
A factor and damage
Wind Speed: The measured during day,
or
month,
in the deviation
ground from
wind speed. a mean wind
that accounts to property.
maximum (essentially, a specified reference
at
a given
reference
for
A gust speed.
the
is
degree
instantaneous) period, such
of
wind as a
height.
Primary Frames and Svstem_: An assemblage of major structural elements assigned to provide support for secondary members and cladding. Examples of primary frames and systems include rigid and braced frames, space trusses, roof and floor diaphragms, shear walls, and rod-braced frames. Shawe Factor: orientation of
A coefficient the building
Steady-State Qr Av@raqe approximately I0 minutes, fixed reference height. usually assumed to be calculations. 2.
or
that accounts structure.
for
the
geometry
and
Wind Speed: The mean, over a period of of the ground wind speed measured at a Steady-State or average wind speed is constant as, for example, in spectral
ANALYSI_
2.1
PROBLEM
The
objective
STATEMENT of
the
analysis
is
to
compare
analytical
methods
for calculation of the steady-state total wind pressure, peak total wind pressure, and wind velocity profiles of ASCE Paper No. 3269, ANSI A58.1-1982, the Standard Building Code, and the Uniform Building Code. The type of structure considered in the analysis is a Category III building that has four sides with vertically oriented walls. The report compared neither thin and wide (e.g., like a billboard) nor tall and slender (e.g., like a smokestack) buildings or structures. Only primary frames and systems are taken into account and only the windward and leeward sides are analyzed. The roof is not included in this report in order to reduce the number Exposure D wind varying increments is used in the ground ranges from 30 feet
2
of graphs produced. A steady-state from I00 mph to 125 mph in 5-mph analysis, and the elevation above the to 500 feet.
KSC-DM-3282
2.2 The No.
COMPARISON
OF
ANALYTICAL
following subsections 3269, ANSI A58.1-1982,
Uniform
Building
2.2.1
AMERICAN
METHODS
present the
the formulas used Standard Building
in ASCE Paper Code, and the
Code. SOCIETY
OF
CIVIL
ENGINEERS
(ASCE)
PAPER
NO.
3269.
The method specified in ASCE Paper No. 3269 has been used in KSCSTD-Z-0004 to calculate wind loads on John F. Kennedy Space Center (KSC) facilities since the early 1960's. The following three subsections present formulas for the steady-state total wind
pressure,
velocity criteria appendix
total
wind
pressure,
and
steady-state
for ASCE Paper No. 3269, conforming of this report (see references 2, 3,
wind
to the and 4 in
F).
2.2.1.1
SteadT-$ta_?
presents Formula wind
peak
profile of 2.1
T0_al
Wind
Pressure
a
the formulas for the steady-state (6) is the complete formula for
P,.
This
subsection
total wind pressure. the steady-state total
pressure. P, "
q,C_
q, -
0.002558V,'
V. x
(1)
(psf)
- V3o(Z/30)" linearly
V30=60
from:
x =
0.3
x -
0.3-(0.3-0.143)
x
0.3-0.157[(V,-60)/70]
-
The shape coefficient, pressure contributions C= -
2.2.1.2 presents
mph
to
x=0.143
at
V,o=130
mph
[(V,-60)/(130-60)] (4)
Co, represents from the windward
the summation of and leeward sides.
1.3
Substitute P, -
(3)
(mph)
reduces at
(2)
(psf)
0. 002558
the
(5) (2),
(3),
(4),
and
(5)
into
(I)
[V30 (Z/30) _o.3-o.1,_E,v.-,o,/_o1_], (1.3)
P_k Total the formulas
Wind for the
p_e$_ure, peak total
(psf)
PT,m," This wind pressure.
(6) subsection The peak
3
KSC-DM-3282
total
wind
pressure
is
the
maximum
wind
measured
over
a period
of
time. P,..., - q,.,,C, TO account multiplied allows for peak show
for the peak wind speed, V,,,,, a gust factor by the steady-state velocity. A gust factor of gusts of approximately I0 seconds in duration.
wind velocity the limitations q,,,. -
pressure of the
0.002558V,,,,
V,,,. ,, V3o(l.10) Xm.
The mph
linearly
(Z/30) _"
at
Xm,
0.3-(0.3-0.143)
-
limitation
velocity
in
error is
125
V,.... -
125
mph
be
mph
then:
mph
again
in
is i.i0 The
order
to
(8) (9)
(mph)
from: to
x=0.143
at
V30=130
[ (V,,,.-60)/(130-60)
equation
will
derived
(psf)
reduces
V30=60
is then formulas.
2
x-0.3
an
(7)
(psf)
(I0)
is
that
present.
(1.10)
=
When
137.5
mph ]
(I0)
whenever the
V,,m.
exceeds
steady-state
136 wind
mph
Using a peak wind velocity of 137.5 mph yields an error of 5.8 percent. An error this size should be accounted for only when dealing with a steady-state 125-mph wind in peak velocity pressure calculations. Substituting (8), (9), (i0), and (5) into (7) yields: P,,,. -
0.002558[(V30)
(I.I0)
(Z/30) t°'3-°'157[i'v':c*n°)'i°'/Y°]_]'(l.3)
(psf)
2.2.1.3 formula
is
Steady-State the wind
V, = V30(Z/30)" V, = V,o(Z/30) 2.2.2
AMERICAN
The following steady-state
4
(11 )
Wind velocity
Velocity profile
PrQfile. for 0 to
V,. The 500 feet.
following
(mph)
(12)
°J'°'ls_('vz''°)/7°3 NATIONAL
(mph)
STANDARD
three subsections total wind pressure,
(13) INSTITUTE
(ANSI)
A58.1-1982.
present the formulas for peak total wind pressure,
the and
KSC-DM-3282
steady-state conforming I,
5,
and
the
wind velocity criteria of
$teady-$_at# the formulas (19) is the
for ANSI A58.1-1982, report (see references
Total Wind Pressure, for the steady-state complete formula for
P,. This subsection total wind pressure. the steady-state total
0. 00256K,
K, -
2.58(Z/Z,)
Cp
for
15
-
P, -
(15) (16)
ft_Z_Zq
(17)
pressure sides.
coefficient,
Cp,
is
the
sum
of
the
1.3
Substituting
2.2.2.2 presents (24) is
2/"
-
(psf)
(IV33) 2
1.11
external leeward
an
(14)
(psf)
q, -
I =
For
profile in this
pressure. P, = q,Cp
The and
2.1
6).
2.2.2.1 presents Formula wind
to
(18) (15),
(16),
(17),
0.0025612.58(Z/Zq)'"]
Exposure
windward
D:
aml0.0
and
(18)
(I.IIV_,] and
Zqm700
into
}'(1.3)
(14)
yields:
(psf)
(19)
feet
_ak Total Wind pressure, P,,,x. This subsection the formulas for the peak total wind pressure. Formula the complete formula for the peak total wind pressure.
P,,m, = q,,m.G,Cp Equation (20) to be done in 500 feet. q,.,, = G, =
(psf)
was modified by substituting order to vary the building
0.00256Kz(IV,)'
G. for G,. This had height from 30 feet to
(psf)
(21)
0. 65+3. 65T.
T, - 2.35Do°'s/(Z/30) Substituting
(20)
(21),
(22),
(22) I/, (23),
(23) and
(18)
into
(20)
yields:
5
KSC-DM-3282
P,,,, =
For
an
0.0025612.58(Z/Z,)21"]
[1.11Vn]2{0.65
+3.6512.35Do°'S/(Z/30)
_'°]} (1.3)
Exposure
2.2.2.3 formula
D:
Do=0.003
$_%ady-Sta_@ is the wind
V,
Wind velocity
Vel0citv profile
- V3,(Z,/33):i" (Z/Z,)It"
2.2.3 addresses
STANDARD only
present
in
the
(mph)
BUILDING CODE. the steady-state following
Profile, for 0 to for The total
subsection
Z
0.00256V302
The Standard various Shape
Building factors
pressure. exterior
The surface
pressure
is:
P, For
a
shape
(see
factor
2.2.4
is
3. The
multiplies in order to
(Z/30)217SF oriented
a
was
considered that was
statement
following
(25)
0
7).
P.. This subsection total wind pressure, report. Formula (26) total wind pressure. 30
ft
ft
the wind pressure produce the total
constant that or structure.
by wind
depends on the The total wind
(psf)
four-wall
building
or
structure,
the
1.3.
BUILDING
was determined and, therefore, problem
Code (SF),
The feet.
reference
for
0.00256V_0'(Z/30)2n(1.3)
UNIFORM
edition)
(psf)
shape factor is of the building
0.00256V30'
vertically
p, -
(Z/30)"7
>
V,. 500
Standard Building Code wind pressure which is
2.2.3.1 Steady-State TQtal wind Pressure. presents the formula for the steady-state conforming to the criteria of 2.1 in this is the complete formula for the steady-state P, -
(24)
(psf)
(psf)
CODE. in
this
The
(26)
Uniform
analysis.
Building Upon
Code
investigation,
the code did not encompass Exposure excluded on the basis of nonconformity
in
2.1
(see
reference
(1982 D
it winds to the
8).
DISCUSSION formulas
program height pressure,
to of
presented
in
sect!on
2
were
used ......... in a
produce output tables containing wind 30 feet, steady-state total pressure, and wind velocity at discrete heights.
spreadsheet
velocity at a peak total The output of
KSC-DM-3282
the
spreadsheet program which that show the
was then passed to a presentation/graphical generated the figures in appendices A, B, and D differences between the wind loads calculated in
ASCE Paper No. 3269, ANSI A58.1-1982, Code. Steady-state Exposure D winds mph in 5-mph increments were used. velocity through
envelop A-6 show
ranged from the height
and the Standard Building ranging from 100 mph to 125 The height of the wind
30 feet to 500 feet. Figures A-I versus steady-state total pressure
for a steady-state wind. Figure structure above 330 feet, the yields larger calculated velocity wind increases, ANSI A58.1-1982
A-1 shows that for a building or method in ASCE Paper No. 3269 pressures. As the steady-state emerges as the standard that
calculates the largest total pressure, which is apparent in figures A-I through A-3. When the steady-state wind is Ii0 mph and greater, ANSI A58.1-1982 analytically produces the largest total pressure, which is apparent in figures A-3 through A-6. The Standard Building Code method consistently has the lowest total pressure for figures A-1 through A-6. Figures B-1 through total pressure for for a building or
B-6 in appendix B show the height versus peak peak wind velocities. Figure B-1 shows that, structure above 250 feet, the method in ASCE
Paper No. 3269 has larger calculated peak total pressures. the peak Wind velocity increases, ANSI A58.1-1982 emerges as standard that calculates the largest total pressure, which apparent in figures B-1 through B-4. When the peak wind is mph and greater, ANSI A58.1-1982 analytically produces largest B-6.
total
pressure,
Figure C-1 in appendix such as the number of acceptable wind speed determined When
which
is
apparent
C allows the years between
risk, for determining a is ascertained, the from appendix B.
trying
to
larger pressure state or peak altitudes. For
determine values winds, winds
which
in
figures
designer to occurrences peak peak
B-4
through
consider factors, and what is an
wind speed. Once total pressure
particular
As the is 115 the
method
consistently regardless there is no clear-cut of 115 mph and greater,
a peak can be
calculates
of the steadychoice for all ANSI A58.1-1982
calculates larger total pressure for both steady-state and peak winds. Below 250 feet for all wind speeds, both steady-state and peak, ANSI A58.1-1982 calculates the larger pressure. For winds between 100 mph and 110 mph and for buildings or structures between 250 feet and 500 feet tall, there is no clear-cut choice of which code produces the largest total pressure. The choice of which
code
to
use
depends
on
the
wind
type
and
wind
speed.
An
7
KSC-DM-3282
example
of
a
275wind.
Figure A-l, which uses steady-state winds, indicates that ANSI A58.1-1982 method calculates a larger velocity pressure the ASCE Paper No. 3269 method; however, figure B-l, which
the than uses
foot-tall
this can be seen in building or structure
figures acted
A-I upon
and B-I for by a 100-mph
peak wind rather than steady-state wind, indicates that the ASCE Paper No. 3269 method should be used instead of ANSI A58.1-1982. The dilemma over which method to use can be eliminated if the question designed
of which type of for (a steady-state
wind should a building or structure or peak wind) is answered.
Figures D-1 through D-6 in appendix velocity profile from the methods in A58.1-1982.
D show the calculated ASCE Paper No. 3269 and
Appendix E contains all of the formulas program to produce tables E-I through E-6 data points used to generate the graphs D. 4.
_UMMARy
OF
This analysis to an Exposure mph in 5-mph
used in a that contain in appendices
be
wind ANSI
spreadsheet all of the A through
RESULTS used a Category I.II building D steady-state wind. varying increments to compare methods
or structure from I00 mph of calculating
exposed to 125 wind
load pressure specifled in ASCE Paper no. 3269, ANSI A58.1-1982, the Standard Building Code, and the Uniform Building Code. The wind velocity envelop ranged from 30 feet to 500 feet. It was determined that the method for the calculation of wind load pressure specified in ANSl A58.1-1982 produces a larger wind load pressure for a building or structure less than or equal to 250 feet in height, acted upon by a wind greater than or equal to 115 mph, than the other methods. For a building or structure between 250 feet and 500 feet tall acted upon by a wind ranging between i00 mph and II0 mph, method to use. Factors
there that
is must
no be
definitive considered
choice of which for a building or
structure in this range are steady-state or peak wind velocity, geographic location, distance from a large open body of water (i.e., an ocean or enormous lake), and the expected design life and its risk factor. It was determined that the Standard Building pressure
Code consistently values as compared
Building the wind
Code did velocity
encompass basis of
Exposure D nonconformity
8
yielded to the
not address profile
the lowest steady-state other methods. The
either the The Uniform
total Standard
peak total pressure Building Code did
winds and, therefore, was to the specified winds.
excluded
on
or not the
KSC-DM-3282
APPENDIX A TOTAL PRESSUREFOR A STEADY-STATE WIND VELOCITY
A-l/A-2
KSC-DM-3282
5OO
J
450
I |
400
V
!
i
i
l
I
3O0
u_
250 a |
w
200
150
,
100
l
! I t I
5O
7
CJ
'
.......
0
20
40 TOTAL
60
80
100
120
PRESSURE (LB/F'I'2)
ASCE PAPE R NO. 3269 ---------
STANDARD
BUILDING
..... --
ANSI A58.1-1982
Figure
CODE EXPOSURE D, CATEGORY
A-I. Wind
Height Velocity
Versus I00
mph
Total at
111BUILDING
Pressure: 33
ft
A-3
KSC-DM-3282
5OO
46O
30O
25O uJ
2OO
150
100
50
0 0
20
40 TOTAL
--
ASCE PAPE R NO. 3269
--
STANDARD
....- --
ANSI A58.1:1982
BUILDING
Figure
80
t00
120
PRESSURE (LB/FT2)
CODE EXPOSURE
A-2. Wind
A-4
60
Height Velocity
Versus 105
mph
Total at
D, CATEGORY
Pressure: 33
ft
III BUILDING
KSC-DM-3282
600
45O
400
380
3OO
uJ Z
2OO
100
50
0 0
2O
4O
8O
8O
100
120
140
TOTAL PRESSURE (LBIFT2) ASCE PAPER NO. 3269 STANDARD BUILDING CODE .......
ANSI A58.1-1982
Figure
EXPOSURE D, CATEGORY III BUILDING
A-3. Height Wind Velocity
Versus ii0 mph
Total Pressure: at 33 ft A-5
KSC-DM-3282
:
450
|
'/'j'
_- .....
40O
.r
__+ 250 t&l "T
.f
2OO
/ , t
+
160
4. t
_m_,
100
--7"
jY
50
/
e
#
#
0 0
20
40
60
80
100
120
140
TOTAL PRESSURE (LB/FT2) --
ASCE PAPER NO. 3269
--
STANDARD BUILDING CODE
.......
ANSI A58.i'1982
Figure
A-6
EXPOSURE D, CATEGORY 111BUILDING
A-4. Height Wind Velocity
Versus Total Pressure: 115 mph at 33 ft
KSC-DM-3282
500
/
/
460
I 0
400
u..
-i
35O
....... i4f
300
25O
I
UJ
Z_
200
160
100
5O O# S
0 0
2O
4O
60
TOTAL --
ASCE PAPER NO. 3269
--
STANDARD
.......
ANSI A58.1-1982
BUILDING
Figure
80
100
120
140
160
PRESSURE (LBIFT2)
CODE EXPOSURE D, CATEGORY
A-5. Wind
Height Velocity
Versus 120
mph
Total at
III BUILDING
Pressure: 33
ft A-7
KSC-DM-3282
500
46O
400
35O
300 Uh v
Z
z
IG0
100
SO
0 0
2O
40
80
80
100
120
140
160
TOTAL PRESSURE (LB/FT2) "--------- ASCE PAPER NO. 3269 STANDARD BUILDING CODE -
-
ANSIA58.1-1982
Figure
A-8
EXPOSURE D, CATEGORY III BUILDING A-6. Height Wind Velocity
Versus Total Pressure: 125 mph at 33 ft
KSC-DM-3282
APPENDIX
PEAK
TOTAL
PRESSURE
FOR
B
A
PEAK
WIND
VELOCITY
B-I/B-2
KSC-DM-3282
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/ :/ //
450
!
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50
100
120
PEAK TOTAL PRESSURE (LB/FT2) ASCE PAPER NO. 3269 .......
ANSI A58.1-1982 Figure
EXPOSURE D, CATEGORY III BUILDING B-I. Wind
Height Velocity
Versus i00
Peak mph
Total at
33
Pressure: ft B-3
KSC-DM-3282
500
|
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40
50
80
100"
120
140
PEAK TOTAL PRESSURE (LB/FT2) --'-'-"
ASCEPAPER NO. 3269
.......
ANSI A58.1-1982
Figure
B-4
EXPOSURE D, CATEGORY III BUILDING
B-2. Wind
Height Versus Velocity 105
Peak Total Pressure: mph at 33 ft
KSC-DM-3282
45O !
! q
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180 #
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I00
/ /--
J # # I
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40
60
80
100
120
1,o
PEAK TOTAL PRESSURE (LB/FT2) --
ASCE PAPER NO. 3269
.......
ANSI A58.1-1982
Figure
EXPOSURE 0, CATEGORY III BUILDING B-3. Wind
Height Versus Velocity 110
Peak Total Pressure: mph at 33 ft
B-5
KSC-DM-3282
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40
60
80
100
120
140
PEAK TOTAL PRESSURE (LB/FT2)
ASCE PAPER NO. 3269 ..... ""
Figure
B-6
EXPOSURE D. CATEGORY III BUILDING
ANSI A58.1-1982 B-4. Wind
Height Versus Velocity 115
Peak Total Pressure: mph at 33 ft
KSC-DM-3282
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I I
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20
40
60
80
PEAK TOTAL
100
120
140
160
PRESSURE (LBIFT2)
ASCE PAPER NO. 3269 .......
EXPOSURE
ANSI A58.1-1982
Figure
B-5. Wind
Height Velocity
Versus 120
Peak mph
Total at
33
D, CATEGORY
III BUILDING
Pressure: ft B-7
KSC-DM-3282
50O
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60
80
100
120
140
160
180
PEAK TOTAL PRESSURE iLB/FT2i
ASCE PAPER NO. 3269 *
-
ANSI A58.1-1982
Figure
B-8
EXPOSURE D. CATEGORY I!1 BUILDING B-6. Wind
Height Versus Velocity 125
Peak Total Pressure: mph at 33 ft
KSC-DM-3282
APPENDIX
FACILITY
DESIGN
WIND
SPEEDS
AND
C
FOR
VARIOUS
PEAK
WIND
LIFETIMES
C-i/C-2
KSC-DM-3282
m
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KSC-DM-3282
APPENDIX
WIND
VELOCITY
D
PROFILE
D-I/D-2
KSC-DM-3282
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........................
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WIND VELOCITY (MPH) ASCE PAPER NO. 3269 - --
ANSI A58.1-1982
EXPOSURED. CATEGORYIIIBUILDING
Figure
D-1.
Velocity
Height Profile
Versus I00
Wind mph
at
Velocity: 33
ft
D-3
KSC-DM-3282
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F
450
4_
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u_
z 2
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,
0
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WIND VELOCITY (MPH} --
ASCE PAPER NO. 3269
.......
ANSI A58.1-1982
Figure D-2. Velocity
D-4
EXPOSURE D, CATEGORY !11BUILDING
Height Profile
Versus Wind Velocity: 105 mph at 33 ft
KSC-DM-3282
500 | !
460 |
!
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e
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WIND VELOCITY (MPH) ASCE PAPER NO. 3269 .......
ANSI A58.1-1982
Figure D-3. Velocity
EXPOSURE D, CATEGORY III BUILDING
Height Profile
Versus Wind II0 mph at
Velocity: 33 ft D-5
KSC-DM-3282
5oQ
T
450
3_
n
20O
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200 WIND VELOCITY ¢MPHI
"--------
ASCE PAPER NO. 3269
.......
ANSI A58.1-1982
Figure D-4. Velocity
D-6
EXPOSURE D, CATEGORY III BUILDING
Height Profile
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Velocity: 33 ft
KSC-DM-3282
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WIND VELOCITY (MPH)
-------
ASCE PAPER NO. 3269
....- --
ANSI A58.1-1982 Figure D-5. Velocity
EXPOSURE D, CATEGORY III BUILDING
Height Profile
Versus Wind 120 mph at
Velocity: 33 ft D-7
KSC-DM-3282
450
4OO
350
3OO
i
250
2OO
1. 11111
0
50
100
150
200
WIND VELOCITY (MPH} ASCE PAPER NO. 3269 .......
Figure D-6. Velocity
D-8
EXPOSURE D, CATEGORY III BUI LDING
ANSI A58.1-1982
Height Profile
Versus Wind 125 mph at
Veloci£y: 33 ft
KSC-DM-3282
APPENDIX WIND
PRESSURE AND WIND VELOCITY FOR SPECIFIC HURRICANE WIND
E AT VARIOUS HEIGHTS SPEEDS AT 33 FEET
E-I/E-2
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APPENDIX
REFERENCE
F
DOCUMENTS
F-I/F-2
KSC-DM-3282
REFERENCE ANSI A58.1-1982. Other Structures."
•
New
York,
DOCUMENTS
"Minimum Design Loads for Buildings and American National Standards Institute,
NY.
American Society of Civil Engineers• Wind Forces: Wind Forces on Structures." 3269, ASCE Transactions, Vol. 126, Part 1961.
•
KSC-STD-Z-0004. and Framework
•
"The Standard
Administration, •
Design for."
Kennedy
Center,
o
Marshall
Mehta, Kishor Provisions of Texas
o
Mehta, Journal 1984,
.
.
Space
Tech
C. ANSI
Flight
"Guide A58.1."
University,
Kishor C. "Wind of Structural pp.
Center,
"Terrestrial for Use in
NASA Technical Memorandum Space Administration, George AL,
1982.
to the Institute
Lubbock,
Buildings and Space
FL.
C. Kelley Hill. Criteria Guidelines
Aerospace Vehicle Development." 82473, National Aeronautics and C.
Committee on ASCE Paper No. II, pp. 1124-1198,
of Structural Steel National Aeronautics
Space
Turner, Robert E. and Environment (Climatic)
"Task
TX,
Use for
of the Disaster
Wind Load Research,
1988.
Load Provisions ANSI #A58.1-1982," Engineering, Vol. 110, No. 4, April
769-784.
"Standard Building Code." International, Inc., AL,
Southern Building pp. 181-200, 1985.
"Uniform Officials,
International 1982.
Building Code." Pasadena, CA,
Code
Conference
Congress
Building
F-3/F-4
Report
klat_qal A_oq_,utqc S ,4r',(1 ,c-4"_1C t_/'vJm_ usIf,Jl_g__
1. Report No. TN
Documentation
Page
2. Government AccessionNo.
3. Recipient'sCatalogNo.
102782
4. Title and Subtitle
5. ReportDate
Comparison of Analytical of Wind Loads.
Methods
for
Calculation 6. Performing Organization Code
7. Author(s)
8. PerformingOrganization ReportNo.
Donald Larry
J. Minderman L.
KSC-DM-3282
Schultz
10. Work Unit No.
9. PerformingOrganizationName and Address Launch
Structures
11. Contract or Grant No.
Section
Mechanical Engineering Division NASA, Kennedy Space Center, FL 12. S_n_ring
13. Type of Reportand Period Covered
Agency Name and Address
John F. National Kennedy
Kennedy Space Center Aeronautics and Space Space Center, FL 32899
Administration
14. SponsoringAgency Code
15. SupplementaryNotes
16. Abstract The following analysis is a comparison of analytical methods for the calculation of wind load pressures. The analytical methods specified in ASCE Paper No. 3269, ANSI A58.1-1982, the Standard Building Code, and the Uniform Building Code were analyzed using various hurricane speeds to determine the differences in the calculated results. The winds used for the analysis ranged from I00 mph to 125 mph and applied inland from the shoreline of a large open body of water (i.e., a large lake or the ocean) a distance of 1500 feet or ten times the height of the building or structure considered. For a building or structure less than or equal to 250 feet in height acted upon by a wind greater than or equal to 115 mph, it was determined that the method specified in ANSI A58.1-1982 calculated a larger wind load pressure than the other methods. For a building or structure between 250 feet and 500 feet tall acted upon by a wind ranging from i00 mph to Ii0 mph, there is no clear choice of which method to use; for these cases, factors that must be considered are the steady-state or peak wind velocity, the geographic location, the distance from a large open body of water, and the expected design life and its risk factor. 18. DistributionStatement
17, Key Words(SuggestedbyAuthor(s)) WIND LOADS BUILDINGS
19. SecuriW Classif.(ofthisrepo_) UNCLASSIFIED NASA FORM 1626OCT86
Unlimited
!20. Security Classif. (of thispage} UNCLASSIFIED
21. No. of pages
22. Price