EXPERIMENTAL INVESTIGATION OF LATERAL TORSIONAL BUCKLING ...
7 Lateral-Torsional Buckling
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Transcript of 7 Lateral-Torsional Buckling
LATERAL-TORSIONAL BUCKLING
LATERAL-TORSIONAL BUCKLING
Lu > LcLu = L = unbraced length
Lc = unbraced length limit for compact
Allowable bending stress in tension = 0.6 FyAllowable bending stress in compression
Fb = 0.6 Fy
Fb = (eqn 506-6)
Fb = (eqn 506-7)
(506-6 or 506-7) & 506-8 Higher Fb = Fb
Sample:
FEMs
Final Ms
Span AB
Span BC
Using W24 and A-36 steel, determine the lightest section for the prismatic beam.
a. Assume full lateral support
b. Assume that the lateral supports are at the vertical supports only.
From steel handbook:
EMBED Equation.3 For span ABLu = 10.5 m > Lc = 2.9032 m
EMBED Equation.3
(506-7)
(506-8)
Span BC
L = 12 m
64.861 MPa < 125.93 MPa
Use Fb = 64.861 MPa
Assignment # 2
Determine the lightest section with lateral supports at 1/3 point.
FEMs
Final Ms:
Span AB:
Span BC:
W24103
Segment 1:
Design M = 298.75 kN-m, L = 3.5 m,
Segment 2:
Design M = 301.70 kN-m, L = 3.5 m,
Segment 3:
Design M = 573.75 kN-m, L = 3.5 m,
Segment 4:
Design M = 573.75 kN-m, L = 4 m,
Segment 5:
Design M = 306.68 kN-m, L = 4 m,
Segment 6:
Design M = 613.13 kN-m, L = 4 m,
Quiz # 2
1. Determine the lightest section for the rafters using A-50 steel. Assume full lateral supports.
FEMs:
Final moments:
2. Determine the maximum uniform load w that the beam can carry using A-36 steel. The lateral supports are as shown below.
FEMs:
Final moments:
Span AB:
Span BC:
Panel AD
Panel DB
Panel BE
Panel EC
EMBED Equation.3
EMBED Equation.3
Single curvature
Reverse curvature
Double curvature
L1
L2
L33
EMBED Equation.3
EMBED Equation.3
EMBED Equation.3
w
x
VA
EMBED Equation.3
h
EMBED Equation.3
200
1.5I
1.5I
I
I
200
200
200
200
100
100
2.3 m
4 m
1.6
1.6
1.7
1.7
1.8
1.8
200
1.5I
I
200
200
100
2.3 m
4 m
1.6
1.7
1.8
A
B
C
100
200
200
A
B
C
4 m
EMBED Equation.3 m
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