For the simply supported beam and its cross section is shown, Determine: 1) The S.F. and B.M. diagrams; include the mathematical solution steps of S.F and B.M. 2) The position and magnitude of the maximum shearing force and bending moment. 3) The location of any point of contraflexure. 4) Determine the value of the side of the square ( a ) if the safe bending stress in the materials is equal to 100 MN/m. 5) Determine the maximum shearing stress in a section 1.3 m from A. 10 kN / m 15 kN.m 2a 2a B 2 m- 2.5 m- 2a 2a 5 m Beam cross-section

Elements Of Electromagnetics
7th Edition
ISBN:9780190698614
Author:Sadiku, Matthew N. O.
Publisher:Sadiku, Matthew N. O.
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For the simply supported beam and its cross section is shown, Determine: 1) The S.F. and B.M. diagrams; include the mathematical solution steps of S.F and B.M. 2) The position and magnitude of the maximum shearing force and bending moment. 3) The location of any point of contraflexure. 4) Determine the value of the side of the square ( a ) if the safe bending stress in the materials is equal to 100 MN/m. 5) Determine the maximum shearing stress in a section 1.3 m from A.
For the simply supported beam and its cross section is shown, Determine:
1) The S.F. and B.M. diagrams; include the mathematical solution steps of S.F and B.M.
2) The position and magnitude of the maximum shearing force and bending moment.
3) The location of any point of contraflexure.
4) Determine the value of the side of the square ( a ) if the safe bending stress in the materials is equal
to 100 MN/m'.
5) Determine the maximum shearing stress in a section 1.3 m from A.
20
10 kN/m
15 kN.m
2a
2a
B
2 m-
2.5 m-
2a
2a
5 m
Beam cross-section
Transcribed Image Text:For the simply supported beam and its cross section is shown, Determine: 1) The S.F. and B.M. diagrams; include the mathematical solution steps of S.F and B.M. 2) The position and magnitude of the maximum shearing force and bending moment. 3) The location of any point of contraflexure. 4) Determine the value of the side of the square ( a ) if the safe bending stress in the materials is equal to 100 MN/m'. 5) Determine the maximum shearing stress in a section 1.3 m from A. 20 10 kN/m 15 kN.m 2a 2a B 2 m- 2.5 m- 2a 2a 5 m Beam cross-section
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