A beam with an S380 × 74 section carries a total uniformly distributed load of 3W and a concentrated load W. Determine W if the flexural stress is limited to 120 MPa. S(section modulus) = 1 = 1060 x 10° MPa 5W W B * 1m- 1m By 3m Ấy Value of reaction By Moment(maximum) in terms of W Value of intensity, W %3D II II
A beam with an S380 × 74 section carries a total uniformly distributed load of 3W and a concentrated load W. Determine W if the flexural stress is limited to 120 MPa. S(section modulus) = 1 = 1060 x 10° MPa 5W W B * 1m- 1m By 3m Ấy Value of reaction By Moment(maximum) in terms of W Value of intensity, W %3D II II
Chapter2: Loads On Structures
Section: Chapter Questions
Problem 1P
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![PROBLEM 2-FIlexure Formula
A beam with an S380 x 74 section carries a total uniformly
distributed load of 3W and a concentrated load W. Determine W if
the flexural stress is limited to 120 MPa. S(section modulus) = L =
1060 x 10° MPa
%3D
5W
W
B
- 1mk 1mf
By
3m
Value of reaction By
Moment(maximum) in
terms of W
%3D
Value of intensity, W
Solution:
II](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2F430f253e-a3d5-4b0d-b863-347cf97d7ef9%2F7d82c4aa-778a-407f-8b23-491a6a8bbe48%2Fxrhdw7p_processed.jpeg&w=3840&q=75)
Transcribed Image Text:PROBLEM 2-FIlexure Formula
A beam with an S380 x 74 section carries a total uniformly
distributed load of 3W and a concentrated load W. Determine W if
the flexural stress is limited to 120 MPa. S(section modulus) = L =
1060 x 10° MPa
%3D
5W
W
B
- 1mk 1mf
By
3m
Value of reaction By
Moment(maximum) in
terms of W
%3D
Value of intensity, W
Solution:
II
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