The axle of the freight train is subjected to loadings as shown below. The diameter of the axle is 137.5 mm. If it is supported by two journal bearings at C and D, determine the maximum bending stress. Include a FBD, SFD and BMD using either the section or graphical method. Draw a cross-section of the shaft and indicate the points of maximum tension and compression. B C -1500 mm- 250 mm 100 kN 250 mm 100 kN
The axle of the freight train is subjected to loadings as shown below. The diameter of the axle is 137.5 mm. If it is supported by two journal bearings at C and D, determine the maximum bending stress. Include a FBD, SFD and BMD using either the section or graphical method. Draw a cross-section of the shaft and indicate the points of maximum tension and compression. B C -1500 mm- 250 mm 100 kN 250 mm 100 kN
Elements Of Electromagnetics
7th Edition
ISBN:9780190698614
Author:Sadiku, Matthew N. O.
Publisher:Sadiku, Matthew N. O.
ChapterMA: Math Assessment
Section: Chapter Questions
Problem 1.1MA
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Question
![The axle of the freight train is subjected to loadings as shown below. The
diameter of the axle is 137.5 mm. If it is supported by two journal bearings at
C and D, determine the maximum bending stress. Include a FBD, SFD and
BMD using either the section or graphical method. Draw a cross-section of
the shaft and indicate the points of maximum tension and compression.
A
B
250 mm
100 kN
1500 mm-
Answer
0= +98 MPa
250 mm
100 kN](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2F5cb018ed-b69c-48f3-887f-b464f37d9a5a%2F833d301a-b9bd-409f-b940-f70d458de2bd%2F2vk3vy_processed.jpeg&w=3840&q=75)
Transcribed Image Text:The axle of the freight train is subjected to loadings as shown below. The
diameter of the axle is 137.5 mm. If it is supported by two journal bearings at
C and D, determine the maximum bending stress. Include a FBD, SFD and
BMD using either the section or graphical method. Draw a cross-section of
the shaft and indicate the points of maximum tension and compression.
A
B
250 mm
100 kN
1500 mm-
Answer
0= +98 MPa
250 mm
100 kN
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