125 kN 100 kN 50 kN it carries Situation 2 For the beam shown, concentrated loads moving from the right. Using influence line for the beam. a series of 2m 3m 4. Compute the max ordinate of the influence line to obtain max positive moment at point B. B b. 2 d. 4 Compute the position of the 125 kN load from point A а. 1 с. 3 4m 4m 2m 5. to produce max positive moment at B. а. 1 m c. 2m Compute the max positive moment at B due to the series of concentrated b. 1.5 m d. 3m 6. loads. a. 340 kN.m c. 360 kN.m b. 350 kN.m d. 380 kN.m

Structural Analysis
6th Edition
ISBN:9781337630931
Author:KASSIMALI, Aslam.
Publisher:KASSIMALI, Aslam.
Chapter8: Influence Lines
Section: Chapter Questions
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125 kN 100 kN
50 kN
Situation 2 For the beam shown, it carries
concentrated loads moving from the right. Using influence
a
series of
line for the beam.
2m
3m
4. Compute the max ordinate of the influence line to obtain
max positive moment at point B.
B
D
b. 2
d. 4
Compute the position of the 125 kN load from point A
а. 1
3
с.
4m
4m
2m
5.
to produce max positive moment at B.
b. 1.5 m
d. 3m
a. 1 m
с. 2m
6.
Compute the max positive moment at B due to
the series of concentrated
loads.
a. 340 kN.m
c. 360 kN.m
b. 350 kN.m
d. 380 kN.m
Transcribed Image Text:125 kN 100 kN 50 kN Situation 2 For the beam shown, it carries concentrated loads moving from the right. Using influence a series of line for the beam. 2m 3m 4. Compute the max ordinate of the influence line to obtain max positive moment at point B. B D b. 2 d. 4 Compute the position of the 125 kN load from point A а. 1 3 с. 4m 4m 2m 5. to produce max positive moment at B. b. 1.5 m d. 3m a. 1 m с. 2m 6. Compute the max positive moment at B due to the series of concentrated loads. a. 340 kN.m c. 360 kN.m b. 350 kN.m d. 380 kN.m
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