Bending moment at the centre of the beam
Half the bending moment at the centre of the beam
Twice the bending moment at the centre of the beam
None of these
A. Bending moment at the centre of the beam
As columns
With flat strips to connect plates in steel rectangular tanks
As built up sections to resist axial tension
None of these
Cross-sectional area of column/Radius of gyration
Radius of gyration/Cross-sectional area of column
Cross-sectional area of column/Section modulus of the section
Section modulus of the section/Cross-sectional area of column
Filler plates are provided with column splice
Bearing plates are provided with column splice
Filler plates and bearing plates are provided with column splice
None of these
< 19
< 24
> 19
> 24
Rolled steel flats
Rolled angles
Rolled channels
All the above
180
200
250
300
Shear
Bending
Axial tension
Shear and bending
fbc = (M/Ixx) × y₁
fbc = (Ixx/M) × y₁
fbc = (Ixx/M) + y₁
fbc = (M/Ixx) + y₁
20% to 30% in excess of the net area
30% to 40% in excess of the net area
40% to 50% in excess of the net area
50% to 60% in excess of the net area
Section is of double open channel form with the webs not less than 40 mm apart
Overall depth and width of the steel section do not exceed 750 and 450 mm respectively
Beam is solidly encased in concrete with 10 mm aggregate having 28 days strength 160 kg/cm2
All the above
50 %
60 %
70 %
80 %
1000 litre
1650 litre
1950 litre
2450 litre
Mitre weld
Concave weld
Convex weld
All the above
Beams are simply supported
All connections of beams, girders and trusses are virtually flexible
Members in compression are subjected to forces applied at appropriate eccentricities
All the above
Column
Stanchion
Post
All the above
Weight per metre and depth of its section
Depth of section and weight per metre
Width of flange and weight per metre
Weight per metre and flange width
4.5 mm
6 mm
8 mm
10 mm
1.8 L
L
1.1 L
1.5 L
Equilibrium and mechanism conditions
Equilibrium and plastic moment conditions
Mechanism and plastic moment conditions
Equilibrium condition only
Lateral loads
Longitudinal loads and vertical loads
Lateral, longitudinal and vertical loads
Lateral and longitudinal loads
Ap = Zreqr + Zbeam/h
Ap = Zreqr + Zbeam/A
Ap = Zreqr × Zbeam/h
Ap = Zreqr - Zbeam/h
12 t
16 t
20 t
25 t Where t = thickness of thinnest flange plate
2 d
4 d
6 d
8 d
40
50
60
70
Axial forces
Shear and axial forces
Shear and bending forces
Axial and bending forces
40 %
50 %
60 %
70 %
Steel work
Material fastened to steel work
Material supported permanently
All the above
Simply design
Semi-rigid design
Fully rigid design
None of these
Continuous member
Discontinuous single angle strut
Discontinuous double angle strut
All the above
4 mm
6 mm
8 mm
10 mm