A composite section having an effective width of flange of 210 of 150mm is shown in the figure. The steel beam is a W530 x 1 250MPA. Concrete f. = 20.7MPA. Modular ratio, n = 9. As composite action. Properties of W530 x 101 A = 12,900mm² d = 537mm

Structural Analysis
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Chapter2: Loads On Structures
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1. A composite section having an effective width of flange of 2100mm and a slab thickness
of 150mm is shown in the figure. The steel beam is a W530 x 101 of A36 steel with F, :
250MPA. Concrete f' = 20.7MPA. Modular ratio, n = 9. Assume full shoring and full
composite action.
Properties of W530 x 101
А 3 12,900тт?
d = 537mm
W = 101.4kg/m
Ix = 617 x 106 mm²
a. Determine the moment of inertia at the neutral axis.
2100 mm
150 mm
W 530 x 101
b. Determine the resisting moment for the cross
section shown.
c. Determine the uniformly distributed load which
excludes the weight of the steel beam and the concrete slab that the beam could
support if it has a simple span of 6m.
Transcribed Image Text:1. A composite section having an effective width of flange of 2100mm and a slab thickness of 150mm is shown in the figure. The steel beam is a W530 x 101 of A36 steel with F, : 250MPA. Concrete f' = 20.7MPA. Modular ratio, n = 9. Assume full shoring and full composite action. Properties of W530 x 101 А 3 12,900тт? d = 537mm W = 101.4kg/m Ix = 617 x 106 mm² a. Determine the moment of inertia at the neutral axis. 2100 mm 150 mm W 530 x 101 b. Determine the resisting moment for the cross section shown. c. Determine the uniformly distributed load which excludes the weight of the steel beam and the concrete slab that the beam could support if it has a simple span of 6m.
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