A W24x76, A992 steel is to be used as simply supported beam to resist a concentrated load at midspan. The beam will be laterally braced at the supports and at midspan. Section Properties (W24x76): Ag = 14500 mm2 bf = 228 mm tf = 17.3 mm tw = 11.2 mm Sx = 2880 x 103 mm3 Zx = 3280 x 103 mm3 J = 1120 x 103 mm4 k = 30 mm rx = 246 mm d = 607 mm Use strength-reduction factor, ø = 0.90 Assuming that the self-weight of the beam may be neglected, determine the flexural capacity (kN-m) of the beam for the following cases: a. Length of beam, L = 3 m. b. Length of beam, L = 10 m. c. Length of beam, L = 15 m.

Structural Analysis
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ISBN:9781337630931
Author:KASSIMALI, Aslam.
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Chapter2: Loads On Structures
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A W24x76, A992 steel is to be used as simply
supported beam to resist a concentrated load at
midspan. The beam will be laterally braced at the
supports and at midspan.
Section Properties (W24x76):
Ag = 14500 mm2
bf = 228 mm
tf = 17.3 mm
tw = 11.2 mm
Sx = 2880 x 103 mm3
Zx = 3280 x 103 mm3
J=1120 x 103 mm4
k = 30 mm
rx = 246 mm
d = 607 mm
Use strength-reduction factor, ø= 0.90
Assuming that the self-weight of the beam may
be neglected, determine the flexural capacity
(kN-m) of the beam for the following cases:
a. Length of beam, L = 3 m.
b. Length of beam, L = 10 m.
c. Length of beam, L = 15 m.
Transcribed Image Text:A W24x76, A992 steel is to be used as simply supported beam to resist a concentrated load at midspan. The beam will be laterally braced at the supports and at midspan. Section Properties (W24x76): Ag = 14500 mm2 bf = 228 mm tf = 17.3 mm tw = 11.2 mm Sx = 2880 x 103 mm3 Zx = 3280 x 103 mm3 J=1120 x 103 mm4 k = 30 mm rx = 246 mm d = 607 mm Use strength-reduction factor, ø= 0.90 Assuming that the self-weight of the beam may be neglected, determine the flexural capacity (kN-m) of the beam for the following cases: a. Length of beam, L = 3 m. b. Length of beam, L = 10 m. c. Length of beam, L = 15 m.
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