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The document outlines design parameters for a structure, including wind speed, exposure, and various coefficients for calculating wind loads. It provides detailed calculations for pressures on walls under burst and suction conditions, as well as shear and moment forces for columns and girders. The results include designed loads and checks for equilibrium in the structure's forces and moments.

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0% found this document useful (0 votes)
4 views8 pages

PORTAL

The document outlines design parameters for a structure, including wind speed, exposure, and various coefficients for calculating wind loads. It provides detailed calculations for pressures on walls under burst and suction conditions, as well as shear and moment forces for columns and girders. The results include designed loads and checks for equilibrium in the structure's forces and moments.

Uploaded by

avef927
Copyright
© © All Rights Reserved
We take content rights seriously. If you suspect this is your content, claim it here.
Available Formats
Download as XLSX, PDF, TXT or read online on Scribd
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DESIGN PARAMETERS

a Occupancy IV Standard Occupancy


b Basic Wind Speed 69.444 m/s
c kd 0.85
d Exposure B
e kzt 1
fG 1
g Enclosed Building -
h GCPI 0.18
i∂ 9.5
Zg 365.76

z1 3.2 m
z2 2.9 m
z3 2.9 m
Roof Height 4m

h 3.2+2.9+2.9+(4/2) 11 m
Kh 2.01(h/zg)^(2/∂) 0.961206

z kz
3.2 0.96(3.2/365.76)^(2/9.5) 0.354441
6.1 0.96(6.1/365.76)^(2/9.5) 0.406003
9 0.96(9/365.76)^(2/9.5) 0.440645

qh 0.613(Kh)(Kzt)(kd)V^2
= 0.613(0.96)(1)(0.85)(69.444)^2 2.415267 kPa
qz1 = 0.613(0.35)(1)(0.85)(69.444)^2 0.89062 kPa
qz2 = 0.613(0.41)(1)(0.85)(69.444)^2 1.020182 kPa
qz3 = 0.613(0.44)(1)(0.85)(69.444)^2 1.107231 kPa
External Pressure Coefficient

WALLS
Windward - Cp= 0.8
Leeward - Cp= -0.5
B= 20
L= 18
L/B=18/20 0.9
Sidewall - Cp= -0.7

FOR BURST CONDITION

WINDWARD WALL

p = qGCp-qi(Gcpi)

Z P
3.2 = 0.27774768365 kPa
6.1 = 0.381397295099 kPa
9 = 0.451036446344 kPa

LEEWARD WALL

p = qGCp-qi(Gcpi)
p = -1.642381853862 kPa

FOR SUCTION CONDITION

WINDWARD WALL

p = qGCp-qi(Gcpi)

Z P
3.2 = 1.147243959224 kPa
6.1 = 1.250893570673 kPa
9 = 1.320532721918 kPa

LEEWARD WALL

p = qGCp-qi(Gcpi)
p = -0.772885578288 kPa
DESIGNING WIND LOAD

FOR BURST CONDITION


3.2 = 0.27+1.64 1.92013 kPa
6.1 = 0.38+1.64 2.023779 kPa
9 = 0.45+1.64 2.093418 kPa design load

FOR SUCTION CONDITION


3.2 = 1.147+0.77 1.92013 kPa
6.1 = 1.251+0.77 2.023779 kPa
9 = 1.32+0.77 2.093418 kPa design load
WIND LOAD PORT

Designed Load

F1
F2
F3

A. COLUMN SHEAR C. COLU


Shear (V) Moment (M)
AE EA 15.1773/6 2.529547 kN AE
BF FB = 5.059094 kN BF
CG GC = 5.059094 kN CG
DH HD = 2.529547 kN DH
EI IE (15.17+30.35)/6 7.588641 kN EI
FJ JF = 15.17728 kN FJ
GK KG = 15.17728 kN GK
HL LH = 7.588641 kN HL
IM MI (15.17+30.35+31.92)/6 12.90941 kN IM
JN NJ = 25.81883 kN JN
KO OK = 25.81883 kN KO
LP PL = 12.90941 kN LP

B. GIRDER AXIAL D. GIRDE


Axial (P) Moment (P)
AB BA 15.1773-2.53 12.64774 kN AB
BC CB 12.6477-5.059 7.588641 kN BC
CD DC 7.589-5.059 2.529547 kN CD
EF FE 30.35+2.5295-7.5886 25.29547 kN EF
FG GF 25.2955+5.059-15.1773 15.17728 kN FG
GH HG 15.1773+5.059-15.1773 5.059094 kN GH
IJ JI 31.9246+7.5886-12.9094 26.60386 kN IJ
JK KJ 26.6039+15.1773-25.8188 15.96231 kN JK
KL LK 15.9623+15.1773-25.8188 5.320772 kN KL

CHECKING

∑FX = 0 15.17728+30.35457+31.92463-12.9094-25.8188-25
0
∑FY = 0 200.06-33.928+33.928-200.063
-0.0029999999999859

∑M = 0 31.92*(3.2)+(30.35)*(6.1)+15.177*(9)+20.6

0
WIND LOAD PORTAL METHOD

Designed Load 2.093418300206 kPa

2.093(3.05)(5) 31.924629 kN
2.093(2.9)(5) 30.354565 kN
2.093(1.45)(5) 15.177283 kN

C. COLUMN Moment F. COLUMN AXIAL


Moment (M) Axial (P)
EA 2.529/(2.9/2) 3.6678433 kN-m AE EA 10.5450495262731
FB 5.059/(2.9/2) 7.3356866 kN-m BF FB 10.545-10.545
GC 5.059/(2.9/2) 7.3356866 kN-m CG GC 10.545-10.546
HD 2.5295/(2.9/2) 3.6678433 kN-m DH HD 10.5450495262731
IE 7.588/(2.9/2) 11.00353 kN-m EI IE 10.545+36.6784
JF 15.177/(2.9/2) 22.00706 kN-m FJ JF 36.6784+0-36.6784
KG 15.177/(2.9/2) 22.00706 kN-m GK KG 36.6784+0-36.6785
LH 7.588/(2.9/2) 11.00353 kN-m HL LH (10.545+36.6784)*(-1)
MI 12.9094/(3.2/2) 20.655061 kN-m IM MI 163.385+36.6784
NJ 25.818/(3.2/2) 41.310121 kN-m JN NJ 163.385+0-129.457
OK 25.818/(3.2/2) 41.310121 kN-m KO OK 0+129.457-163.385
PL 12.90/(3.2/2) 20.655061 kN-m LP PL (163.385+36.6784)*(-1)

D. GIRDER MOMENT E. GIRDER SHEAR


Moment (P) Shear (V)
BA 3.667843313486 3.6678433 kN-m AB BA 3.667*(5.75/2)
CB 7.3357-3.6678 3.6678433 kN-m BC CB 3.667*(5.75/2)
DC 7.3357-3.6678 3.6678433 kN-m CD DC 3.667*(5.75/2)
FE 3.6678+11.0035 14.671373 kN-m EF FE 14.6717*(5/2)
GF 7.34+22-14.67 14.671373 kN-m FG GF 14.6717*(5/2)
HG 7.34+22-14.67 14.671373 kN-m GH HG 14.6717*(5/2)
JI 14.67+20.655 35.326434 kN-m IJ JI 35.326*(9.25/2)
KJ 41.31+22-35.3 27.990747 kN-m JK KJ 27.99*(9.25/2)
LK 41.31+22-27.99 35.326434 kN-m KL LK 35.326*(9.25/2)

31.92463-12.9094-25.8188-25.8188-12.9094 = 0
0 = 0
06-33.928+33.928-200.063
0.0029999999999859 = 0

(30.35)*(6.1)+15.177*(9)+20.65*(2)+41.31*(2)-200.06*(5.75)+5.32*(9.5)+5.32*(10)*(10)+20.65

0 = 0
MN AXIAL

10.54505 kN
0 kN
0 kN
10.54505 kN
47.22348 kN
0 kN
0 kN
-47.2235 kN
200.0632 kN
33.92755 kN
-33.9276 kN
-200.063 kN

ER SHEAR

10.54505 kN
10.54505 kN
10.54505 kN
36.67843 kN
36.67843 kN
36.67843 kN
163.3848 kN
129.4572 kN
163.3848 kN

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