A solid circular shaft OABC with a diameter of 30 mm is supported at bearing O and B, and subjected to the loadings as shown in Figure Q1. Dimensions are in mm. The shaft is made of an alloy with a yield strength of 90 MPa. The diameter of the machine component at A is 300 mm. Based on the shaft section at A: (a) Calculate the stresses acting at the critical point of the section. (b) Determine whether the material
A solid circular shaft OABC with a diameter of 30 mm is supported at bearing O and B, and subjected to the loadings as shown in Figure Q1. Dimensions are in mm. The shaft is made of an alloy with a yield strength of 90 MPa. The diameter of the machine component at A is 300 mm. Based on the shaft section at A: (a) Calculate the stresses acting at the critical point of the section. (b) Determine whether the material
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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Question
A solid circular shaft OABC with a diameter of 30 mm is supported at bearing O and B, and
subjected to the loadings as shown in Figure Q1. Dimensions are in mm. The shaft is made of
an alloy with a yield strength of 90 MPa. The diameter of the machine component at A is 300
mm. Based on the shaft section at A:
(a) Calculate the stresses acting at the critical point of the section.
(b) Determine whether the material would yield based on the von Mises, and Tresca yield
criterion.
(c) Draw the yield loci of both the yield criteria and indicate the operating stress state on
the plot.
Transcribed Image Text:950 N
10 N
300 D.
T (N.m)
500
A
B
350
325
Figure Q1
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