Two circular shaft, one hollow and one solid, are made of the same material and have the diameters shown below. Ts D/2 D Figure 2 a. Solve the ratio of the twisting moment of the hollow shaft (Th) to the twisting moment of the solid shaft (Ts). b. Solve the shearing stress of a solid shaft having a diameter D of 60 mm, if the twisting moment of the hollow shaft is equal to 5 kN.m. c. Solve for the angle of twist of the hollow shaft having an outside diameter of 60 mm and inside diameter of 30 mm if G = 180000 MPa and the length of shaft is 4 m.
Two circular shaft, one hollow and one solid, are made of the same material and have the diameters shown below. Ts D/2 D Figure 2 a. Solve the ratio of the twisting moment of the hollow shaft (Th) to the twisting moment of the solid shaft (Ts). b. Solve the shearing stress of a solid shaft having a diameter D of 60 mm, if the twisting moment of the hollow shaft is equal to 5 kN.m. c. Solve for the angle of twist of the hollow shaft having an outside diameter of 60 mm and inside diameter of 30 mm if G = 180000 MPa and the length of shaft is 4 m.
Chapter2: Loads On Structures
Section: Chapter Questions
Problem 1P
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Transcribed Image Text:Two circular shaft, one hollow and one solid, are made of the same material and have the diameters
shown below.
Ts
Th
D/2
Figure 2
a. Solve the ratio of the twisting moment of the hollow shaft (Th) to the twisting moment of the
solid shaft (Ts).
b. Solve the shearing stress of a solid shaft having a diameter D of 60 mm, if the twisting moment
of the hollow shaft is equal to 5 kN. m.
c. Solve for the angle of twist of the hollow shaft having an outside diameter of 60 mm and inside
diameter of 30 mm if G = 180000 MPa and the length of shaft is 4 m.
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