ABCDEFGHIJKLMNOPQRSTUVWXYZAAABACADAEAFAGAHAIAJAKALAMANAOAPAQARASATAUAVAWAXAYAZBABBBCBDBEBFBGBHBI
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BUCKLING OF WEB PLATES
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ELEMENT ID :
Girder at Mezzanine (1000 kg/m2)
Logic ChartSpecial Cases to get K for Case 2
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Case3Case1a>1K=84,00K=84,00K'=7,64K'=7,64K=23,90
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SECTION DIMENSIONS
K=109,96K'=10,00
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Upper Flange Width
=320mmCase2----K=23,90K=23,90323,90
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Upper Flange Thickness
=22mm
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Web Depth (b)
=1000mmCase3a>2/3K=23,90K=23,90K"=23,90K"=23,90323,90
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Web Thickness (t)
=8mm
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Lower Flange Width
=320mm K=41,37K"=41,37N.A
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Lower Flange Thickness
=22mm
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Distance between Vertical Stiffeners (If not found, to be taken as Span Length), (a)
=1,70mSHEARa>1K=6,72K=6,72
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K=5,85
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ACTING FORCES
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Compression (P)
=0,00t
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Moment (M)
=196,00mtfcr,i,red.=2.4 - 0.0000445 l2=2,08
t/cm2
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Shear (Q)
=0,00t2,08
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SECTION PROPERTIES
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Y=52,20cm
CHECK SAFETY AGAINST WEB BUCKLING
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Area (A)
=220,80
cm2
y=f2 / f1=-1,00
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Ix=434381,824
cm4
a=a / b=1,70
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fE=1898 (t/b)2=0,12
t/cm2
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CALCULATION OF STRESSES
For Normal Stresses:
K=23,90
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f1=-2,36
t/cm2
For Shear Stresses:
K=6,72
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f2=2,36
t/cm2
fcr=K . fE=2,90
t/cm2
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q=0,00
t/cm2
qcr=K . fE=0,82
t/cm2
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fcr,I=2,90
t/cm2
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fp=0.8 fy=1,92
t/cm2
(St. 37)
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fcr,i>fp
Case of Inelastic Buckling - Reduction in the equivalent stress must be calculated
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l=( p2 . E / fcr,I )1/2=84,49
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fcr,i,red.=2.4 - 0.0000445 l2=2,08
t/cm2
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Factor of safety against buckling (F.S)=fcr,i,red.
/ (f12 + 3q2)1/2
=0,88
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