he scher below long simply supported beam (resting exterior inge on the left, and a roller on the right). This beam is subject to a combination of oncentrated moment (750 kN-m at section C), concentrated force (300 kN at section D), nd distributed load (15 kN/m between sections E and B). 300 kN 15 kN/m 750 kN-m F 5 m5 m 5 m 5m 5 m 25 m Determine the reaction forces at the supports in A and B, and indicate the directions in which these forces act. Note: this question counts for the pass/no-pass

Structural Analysis
6th Edition
ISBN:9781337630931
Author:KASSIMALI, Aslam.
Publisher:KASSIMALI, Aslam.
Chapter2: Loads On Structures
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The schematic below shows a 25-m long simply supported beam (resting on an exterior
inge on the left, and a roller on the right). This beam is subject to a combination of
oncentrated moment (750 kN-m at section C), concentrated force (300 kN at section D).
nd distributed load (15 kN/m between sections E and B).
300 kN
15 kN/m
750 kN-m
E
|F
5 m-
-5m-5mそ5m
5 m
25 m
Determine the reaction forces at the supports in A and B, and indicate the directions
in which these forces act. Note: this question counts for the pass/no-pass
"minimum-proficlency test" for Statics.
Determine the shear function v(x) along the x domains AC (0 sx5 m), CD (5 ms
xs 10 m), DE (10 m s xs 15 m), and EB (15 msxs 25 m), and draw the shear
diagram for the entire beam. Note: please use the reference axis x as Indicated
In the figure.
Determine the moment function M(x) along each x domain along the entire beam,
and draw the moment diagram for the entire beam.
Transcribed Image Text:The schematic below shows a 25-m long simply supported beam (resting on an exterior inge on the left, and a roller on the right). This beam is subject to a combination of oncentrated moment (750 kN-m at section C), concentrated force (300 kN at section D). nd distributed load (15 kN/m between sections E and B). 300 kN 15 kN/m 750 kN-m E |F 5 m- -5m-5mそ5m 5 m 25 m Determine the reaction forces at the supports in A and B, and indicate the directions in which these forces act. Note: this question counts for the pass/no-pass "minimum-proficlency test" for Statics. Determine the shear function v(x) along the x domains AC (0 sx5 m), CD (5 ms xs 10 m), DE (10 m s xs 15 m), and EB (15 msxs 25 m), and draw the shear diagram for the entire beam. Note: please use the reference axis x as Indicated In the figure. Determine the moment function M(x) along each x domain along the entire beam, and draw the moment diagram for the entire beam.
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