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Surface Wind Load (BS6399

The document provides details on calculating surface wind loads on a building based on the British Standard BS6399. It outlines determining the basic wind speed, adjusting factors, effective wind speed, dynamic pressure, and external and internal surface pressures to arrive at the net surface pressure.

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100% found this document useful (1 vote)
163 views3 pages

Surface Wind Load (BS6399

The document provides details on calculating surface wind loads on a building based on the British Standard BS6399. It outlines determining the basic wind speed, adjusting factors, effective wind speed, dynamic pressure, and external and internal surface pressures to arrive at the net surface pressure.

Uploaded by

Nyu123456
Copyright
© © All Rights Reserved
We take content rights seriously. If you suspect this is your content, claim it here.
Available Formats
Download as RTF, PDF, TXT or read online on Scribd
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SURFACE WIND LOAD

DYNAMIC CLASSIFICATION
;

Actual height of building above ground; H = 6.8 m

Building type factor (Table 1);

Kb = 1.0
BS6399:Pt 2:Cl 1.6.1

Dynamic augmentation factor (simple equation)


Cr = [Kb (H/(0.1 m))0.75] / (800 log(H/(0.1 m))) = 0.02
Standard/Hybrid Method applicable
BS6399:Pt 2:Cl 1.6.2 and Annex C

Maximum height of building above ground level; Hr = 8.0 m

Town terrain
;

Average height of roof tops of surrounding buildings; Ho = 3.0 m

Upwind spacing of surrounding buildings; Xo = 20.0 m;

Displacement height;
Hd = if(Xo (2Ho), 0.8Ho , if (Xo < (6Ho), 1.2Ho-0.2Xo, 0 m)) = 0.000 m
Effective height of building;
He = max(Hr - Hd , 0.4Hr) = 8.000 m
BS6399:Pt 2:Cl 1.7.3.3

Basic wind speed


;

Vb = 20.0 m/s
BS6399:Pt 2:Cl 2.2.1

Altitude factor - topography not considered


;

Site altitude; S = 76.0 m


Sa = 1 + (0.001 m-1) S = 1.08
BS6399:Pt 2:Cl 2.2.2.2.2

Direction factor; Sd = 1.0;

Seasonal factor; Ss = 1.00 ;

Probability factor; Sp = 1.0

Site wind speed


Vs = Vb Sa Sd Ss Sp = 21.52 m/s
BS6399:Pt 2:Cl 2.2

Determine terrain and building factor


Effective height; He =8.0 m
;

Upwind distance from sea to site; dsea = 150.0 km

Upwind distance from edge of town to site; dtown = 20.0 km

Table = "BS 6399 : Part 2 : 1995 ..... Table 22"


From BS 6399 : Part 2 : 1997 ..... Table 22

For; He = 8.0 m ; dsea = 150.0 km


Fetch factor; Sc = 0.953
Turbulence factor; St = 0.184

Table = "BS 6399 : Part 2 : 1995 ..... Table 23"


From BS 6399 : Part 2 : 1997 ..... Table 23
For; He = 8.0 m ; dtown = 20.0 km
Fetch adjustment factor; Tc = 0.733
Turbulence adjustment factor; Tt = 1.564

Terrain and building factor - town terrain


Sb = Sc Tc ( 1+ 3.44 St Tt ) =1.39
BS6399:Pt 2 Cl 2.2.3.3

Effective wind speed


Ve = Vs Sb = 29.89 m/s
BS6399:Pt 2 Cl 2.2.3.1

Dynamic pressure
qs = (0.613 kg/m3) Ve2 = 0.55 kN/m2
BS6399:Pt 2 Cl 2.1.2.1

External surface pressures


;

Dynamic wind pressure; qs = 0.55 kN/m2

External pressure coefficient; Cpe = 0.40

Size effect factor


;

Diagonal dimension of building for external size effect factor; ae = 5.0 m

Curve to be used for size effect factor (figure 4); Curve = "B"
set up curve equation
a = if(Curve=="A",1.1006, if(Curve=="B",1.1228,1.1478)) = 1.123
b = if(Curve=="A",-0.1422, if(Curve=="B",-0.1736,-0.2089)) = -0.174
Cae = min(1.0, a + b log(ae/(1 m))) = 1.00
BS6399:Pt 2 Cl 2.1.3.4

External surface pressure


pe = qs Cpe Cae = 0.22 kN/m2

BS6399:Pt 2 Cl 2.1.3.1

Internal surface pressures


;

Internal pressure coefficient; Cpi = -0.3

Size effect factor


;

Internal volume for internal size effect factor; Voli = 0.1 m3


Internal diagonal dimension; ai = 10 ( Voli )1/3 = 5.0 m

Curve to be used for size effect factor (figure 4); Curve = "B"
set up curve equation

a = if(Curve=="A",1.1006, if(Curve=="B",1.1228,1.1478)) = 1.123


b = if(Curve=="A",-0.1422, if(Curve=="B",-0.1736,-0.2089)) = -0.174
Cai = min(1.0, a + b log(ai/(1m))) = 1.00
BS6399
:Pt 2 Cl
2.1.3.4

Internal surface pressure


;

pi = qs Cpi Cai = -0.16 kN/m2


BS6399
:Pt 2 Cl
2.1.3.2

Net surface pressure


p = pe - pi = 0.38 kN/m2
BS6399
:Pt 2 Cl
2.1.3.3

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