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Each student has been allocated a different shaft length, L and a different allowable maximum shear stress, τmax and subject to a different Torque, T. For steel use a shear modulus, G=80,000 MPa. A steel shaft L meters long is subjected to a torque T. If the shear stress is limited to τmax, calculate: a) The minimum shaft diameter required. b) The angle of twist over the length of the shaft. c) The Power output if your shaft is rotating at 2000 rpm. L=1.9m τmax=95MPa T=1.5kN-m

Each student has been allocated a different shaft length, L and a different allowable maximum shear stress, τmax and subject to a different Torque, T. For steel use a shear modulus, G=80,000 MPa. A steel shaft L meters long is subjected to a torque T. If the shear stress is limited to τmax, calculate: a) The minimum shaft diameter required. b) The angle of twist over the length of the shaft. c) The Power output if your shaft is rotating at 2000 rpm. L=1.9m τmax=95MPa T=1.5kN-m

Elements Of Electromagnetics
Elements Of Electromagnetics
7th Edition
ISBN:9780190698614
Author:Sadiku, Matthew N. O.
Publisher:Sadiku, Matthew N. O.
ChapterMA: Math Assessment
Section: Chapter Questions
Problem 1.1MA
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Each student has been allocated a different shaft length, L and a different allowable maximum shear stress,
τmax and subject to a different Torque, T. For steel use a shear modulus, G=80,000 MPa.
A steel shaft L meters long is subjected to a torque T. If the shear stress is limited to τmax, calculate:
a) The minimum shaft diameter required.
b) The angle of twist over the length of the shaft.
c) The Power output if your shaft is rotating at 2000 rpm.

L=1.9m

τmax=95MPa

T=1.5kN-m

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