Problem #3: The compound shaft consists of solid steel and bronze shafts and hollow aluminum shaft ( D = 2.25” and d = 0.90” ). It is subjected to two torques as shown in the figure. The moduli of rigidity for steel, aluminum, and bronze are 12 x 106 psi, 4 x 106 psi, and 6 x 106 psi, respectively. Determine the shearing stress developed in each material. Also, calculate the angle of twist incurred by the aluminum shaft. A 0.90 in Steel 7.5 ft 254 lb-ft Aluminum 2.25 in 512 lb-ft Bronze 0.90 in D 5 ft 3.75 ft- B
Problem #3: The compound shaft consists of solid steel and bronze shafts and hollow aluminum shaft ( D = 2.25” and d = 0.90” ). It is subjected to two torques as shown in the figure. The moduli of rigidity for steel, aluminum, and bronze are 12 x 106 psi, 4 x 106 psi, and 6 x 106 psi, respectively. Determine the shearing stress developed in each material. Also, calculate the angle of twist incurred by the aluminum shaft. A 0.90 in Steel 7.5 ft 254 lb-ft Aluminum 2.25 in 512 lb-ft Bronze 0.90 in D 5 ft 3.75 ft- B
Chapter2: Loads On Structures
Section: Chapter Questions
Problem 1P
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τst = ? psi
τal = ? psi
τbr = ? psi
ϴal = ? deg

Transcribed Image Text:Problem #3: The compound shaft consists of solid steel and bronze
=
=
shafts and hollow aluminum shaft ( D: 2.25" and d 0.90" ). It is
subjected to two torques as shown in the figure. The moduli of rigidity
for steel, aluminum, and bronze are 12 x 106 psi, 4 x 106 psi, and 6 x 106
psi, respectively. Determine the shearing stress developed in each
material. Also, calculate the angle of twist incurred by the aluminum
shaft.
0.90 in
Steel
7.5 ft
254 lb-ft
Aluminum
C
2.25 in
512 lb-ft
G
Bronze
0.90 in
5 ft 3.75 ft-
B
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