801012A8010M14128010According to dimensions and the loading conditions given in the figure above, calculate the maximum bending stress due toCross SectionLB801003-1892615112100 mmL= 7 m,Kb18010600J0 mmb180106003-1892615112106000 151126B.A1892615112632,71 MPаb180106003-1892615112b1801080010 mm-18926151126b180106003- 18926151121892815112s17,45 MPab180106003- 18926151126Eb1801060054,52 MPa18926151126b180108003-18926151126b180106003-18926151126b180106003 - 18926151128p92615112818928151126b180106003- 18926151126b180106003- 18928151126b18010600p92615112618926151126b180106003- 18926151126b180106003- 189261511288926151126b180106003-18926151126b180106003- 189281511261926151126b180108003-18926151126b18010600926151126b180106003 -189261511263926151126b18010800928151126200 mm

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Answered: According to dimensions and the loading…

According to dimensions and the loading conditions given in the figure above, calculate the maximum bending stress due to the bending moment. 31511 21512

Mechanics of Materials (MindTap Course List)

9th Edition

ISBN:9781337093347

Author:Barry J. Goodno, James M. Gere

Publisher:Barry J. Goodno, James M. Gere

Chapter7: Analysis Of Stress And Strain

Section: Chapter Questions

Problem 7.7.8P

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Concept explainers

Bending Moment

In general, we can define the bending moment as the reaction induced when a certain amount of load or force is applied to an element which makes it bend.

Question

8010
12
A
8010
M1
412
8010
According to dimensions and the loading conditions given in the figure above, calculate the maximum bending stress due to
Cross Section
L
B
801003-1892615112
100 mm
L= 7 m,
K
b18010600
J0 mm
b180106003-1892615112
106000 151126
B.
A
18926151126
32,71 MPа
b180106003-1892615112
b18010800
10 mm
-18926151126
b180106003- 1892615112
1892815112s
17,45 MPa
b180106003- 18926151126
E
b18010600
54,52 MPa
18926151126
b180108003-18926151126
b180106003-18926151126
b180106003 - 18926151128
p926151128
18928151126
b180106003- 18926151126
b180106003- 18928151126
b18010600
p926151126
18926151126
b180106003- 18926151126
b180106003- 18926151128
8926151126
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1926151126
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b18010600
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b180106003 -18926151126
3926151126
b18010800
928151126
200 mm

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