(ii) A 1.6 m long tubular shaft of 42-mm outer diameter d₁, having the cross-section shown is to be made of steel for which Towable = 75 MPa and G = 77GPa. Knowing that the angle of twist of the shaft must not exceed 4° when the 3 shaft is subjected to a torque of 900 Nm, determine the largest inner diameter d., which can be specified in the design. OFF d₁= 42 mm
(ii) A 1.6 m long tubular shaft of 42-mm outer diameter d₁, having the cross-section shown is to be made of steel for which Towable = 75 MPa and G = 77GPa. Knowing that the angle of twist of the shaft must not exceed 4° when the 3 shaft is subjected to a torque of 900 Nm, determine the largest inner diameter d., which can be specified in the design. OFF d₁= 42 mm
Chapter2: Loads On Structures
Section: Chapter Questions
Problem 1P
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![(ii) A 1.6 m long tubular shaft of 42-mm outer diameter d₁,
having the cross-section shown is to be made of steel for
which allowable = 75 MPa and G = 77GPa. Knowing that the
angle of twist of the shaft must not exceed 4° when the
shaft is subjected to a torque of 900 Nm, determine the
largest inner diameter d, which can be specified in the
design.
OFF
d₁= 42 mm](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2F50e98490-dde8-4574-a787-e5b166845a70%2F4c9c61aa-b1b6-4791-8670-260aa19b7f86%2Fky63jje_processed.jpeg&w=3840&q=75)
Transcribed Image Text:(ii) A 1.6 m long tubular shaft of 42-mm outer diameter d₁,
having the cross-section shown is to be made of steel for
which allowable = 75 MPa and G = 77GPa. Knowing that the
angle of twist of the shaft must not exceed 4° when the
shaft is subjected to a torque of 900 Nm, determine the
largest inner diameter d, which can be specified in the
design.
OFF
d₁= 42 mm
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