A steel and aluminum shafts with rigidity of (Gs = 77 GPa) and (Ga = 27 GPa) respectively. As shown in Fig. 3, the tube are connected to a fixed support and to a rigid disk. A torque of T = 6, 325 N-m is applied at the end. Determine the shear stresses in the steel shaft and aluminum tube. Note that the displacement in such problem is rotational displacement and the the stresses is calculated based on TX r/j 8 mm Aluminum tube 76 mm [50 mm ' Steel shaft 500 mm Fig. 3

Elements Of Electromagnetics
7th Edition
ISBN:9780190698614
Author:Sadiku, Matthew N. O.
Publisher:Sadiku, Matthew N. O.
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A steel and aluminum shafts with rigidity of (Gs = 77 GPa) and (Ga = 27 GPa) respectively. As shown in Fig.
3, the tube are connected to a fixed support and to a rigid disk. A torque of T = 6, 325 N-m is applied at
the end. Determine the shear stresses in the steel shaft and aluminum tube.
Note that the displacement in such problem is rotational displacement and the the stresses is calculated
based on TX r/j
8 mm Aluminum tube
76 mm
[50 mm ' Steel shaft
500 mm
Fig. 3
Transcribed Image Text:A steel and aluminum shafts with rigidity of (Gs = 77 GPa) and (Ga = 27 GPa) respectively. As shown in Fig. 3, the tube are connected to a fixed support and to a rigid disk. A torque of T = 6, 325 N-m is applied at the end. Determine the shear stresses in the steel shaft and aluminum tube. Note that the displacement in such problem is rotational displacement and the the stresses is calculated based on TX r/j 8 mm Aluminum tube 76 mm [50 mm ' Steel shaft 500 mm Fig. 3
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