the loading shown, the force which makes the shaft to bend is the sum of the belt pulls. The force ich makes the shaft to rotate is the difference between the two belt pulls. any given point, find the Resultant moment by the Pythagorean theorem MRes = M + My e Direction of the Resultant Moment is e = tan be done:

International Edition---engineering Mechanics: Statics, 4th Edition
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ISBN:9781305501607
Author:Andrew Pytel And Jaan Kiusalaas
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Chapter6: Beams And Cables
Section: Chapter Questions
Problem 6.6P: Find the internal force systems acting on sections 1 and 2.
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REVIEW OF STRENGTH OF MATERIALS
6-in D.
300 lbf
50 Ibf
75 lbf
450lbf D
9 in D.C 6 in
8 in
B
8 in
For the loading shown, the force which makes the shaft to bend is the sum of the belt pulls. The force
which makes the shaft to rotate is the difference between the two belt pulls.
At any given point, find the Resultant moment by the Pythagorean theorem MRes =
M + My
***
The Direction of the Resultant Moment is e = tan
Mxy **
-1
To be done:
(a) Draw the Shear and Moment Diagram on the xz and on the xy planes. Solve for the
resultant moments at points B, and C.
(b) Find the location where the Resultant moment is maximum.
(c) Find the maximum Bending Moment and its location.
Transcribed Image Text:REVIEW OF STRENGTH OF MATERIALS 6-in D. 300 lbf 50 Ibf 75 lbf 450lbf D 9 in D.C 6 in 8 in B 8 in For the loading shown, the force which makes the shaft to bend is the sum of the belt pulls. The force which makes the shaft to rotate is the difference between the two belt pulls. At any given point, find the Resultant moment by the Pythagorean theorem MRes = M + My *** The Direction of the Resultant Moment is e = tan Mxy ** -1 To be done: (a) Draw the Shear and Moment Diagram on the xz and on the xy planes. Solve for the resultant moments at points B, and C. (b) Find the location where the Resultant moment is maximum. (c) Find the maximum Bending Moment and its location.
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