2. The solid shaft ABCDE has a diameter of 30 mm and is simply supported at its ends. The pulleys at B and D are of diameter 200mm and pulley at C is 100mm in diameter. The pulleys are subjected to forces as shown in figure. The forces on pulley B are at an angle of 45° from the negative z-axis. The shaft sections have following lengths: AB = 100mm, BC = 250mm, CD = 250mm, and DE = 100mm. a. Determine the maximum transverse shear stresses (Txy, Txz) anywhere along the beam. Locate the point(s) on the cross-section where the stresses are maximum. 25 N 100 N 500 N 125 N 125 N 25 N AB= 100 BC=250 CD = 250 DE=100 E b. Determine the transverse shear stresses (Txy, Txz) at the point where the tensile bending stress is maximum. c. Determine the maximum principal stresses anywhere along the beam and locate the point(s) on cross section.

Mechanics of Materials (MindTap Course List)
9th Edition
ISBN:9781337093347
Author:Barry J. Goodno, James M. Gere
Publisher:Barry J. Goodno, James M. Gere
Chapter1: Tension, Compression, And Shear
Section: Chapter Questions
Problem 1.3.17P: A stepped shaft ABC consisting of two solid, circular segments is subjected to torques T}and...
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2. The solid shaft ABCDE has a diameter of 30 mm
and is simply supported at its ends. The pulleys at
B and D are of diameter 200mm and pulley at C is
100mm in diameter. The pulleys are subjected to
forces as shown in figure. The forces on pulley B
are at an angle of 45° from the negative z-axis.
The shaft sections have following lengths: AB =
100mm, BC = 250mm, CD = 250mm, and
DE = 100mm.
a. Determine the maximum transverse shear
stresses (Txy, Txz) anywhere along the beam.
Locate the point(s) on the cross-section where
the stresses are maximum.
25 N
100 N
500 N
125 N
125 N
25 N
AB= 100
BC = 250
CD = 250
DE = 100
E
b. Determine the transverse shear stresses (Txy, Txz) at the point where the tensile bending stress is
maximum.
c. Determine the maximum principal stresses anywhere along the beam and locate the point(s) on cross
section.
Transcribed Image Text:2. The solid shaft ABCDE has a diameter of 30 mm and is simply supported at its ends. The pulleys at B and D are of diameter 200mm and pulley at C is 100mm in diameter. The pulleys are subjected to forces as shown in figure. The forces on pulley B are at an angle of 45° from the negative z-axis. The shaft sections have following lengths: AB = 100mm, BC = 250mm, CD = 250mm, and DE = 100mm. a. Determine the maximum transverse shear stresses (Txy, Txz) anywhere along the beam. Locate the point(s) on the cross-section where the stresses are maximum. 25 N 100 N 500 N 125 N 125 N 25 N AB= 100 BC = 250 CD = 250 DE = 100 E b. Determine the transverse shear stresses (Txy, Txz) at the point where the tensile bending stress is maximum. c. Determine the maximum principal stresses anywhere along the beam and locate the point(s) on cross section.
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