A solid shaft is subjected to forces and a torque as shown in figure. The diameter of the shaft is 35 mm, T=75 N.m., V=3 kN, P-4,7 kN and L=117 mm. Determine the normal stress in x-direction (0) at point H (MPa). Determine the shear stress (t) at point H (MPa). Determine the maximum principal stress (omax) at point H (MPa). Determine the minimum principal stress (omin) at point H (MPa).

Mechanics of Materials (MindTap Course List)
9th Edition
ISBN:9781337093347
Author:Barry J. Goodno, James M. Gere
Publisher:Barry J. Goodno, James M. Gere
Chapter7: Analysis Of Stress And Strain
Section: Chapter Questions
Problem 7.3.16P: A propeller shaft subjected to combined torsion and axial thrust is designed to resist a shear...
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A solid shaft is subjected to forces and a torque as shown in figure. The diameter of the shaft is 35 mm, T=75 N.m., V=3 kN, P=4,7 kN and L=117 mm.
Determine the normal stress in x-direction (o) at point H (MPa).
Determine the shear stress (T) at point H (MPa).
Determine the maximum principal stress (Omax) at point H (MPa).
Determine the minimum principal stress (0min) at point H (MPa).
Determine the magnitude of the maximum in-plane shear stress (Tmax) at point H (MPa).
Determine one of the angles for the principal planes (6,) at point H (degree).
Determine one of the angles for maximum shear planes (0,) at point H (degree).
Transcribed Image Text:A solid shaft is subjected to forces and a torque as shown in figure. The diameter of the shaft is 35 mm, T=75 N.m., V=3 kN, P=4,7 kN and L=117 mm. Determine the normal stress in x-direction (o) at point H (MPa). Determine the shear stress (T) at point H (MPa). Determine the maximum principal stress (Omax) at point H (MPa). Determine the minimum principal stress (0min) at point H (MPa). Determine the magnitude of the maximum in-plane shear stress (Tmax) at point H (MPa). Determine one of the angles for the principal planes (6,) at point H (degree). Determine one of the angles for maximum shear planes (0,) at point H (degree).
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