The same shaft, as in the previous question, is considered here again with the following material properties: Ultimate Tensile Strength=610 MPa, Yield Strength= 505 MPa. Suppose that the shaft is subjected to a cyclic load with mean stress (m) and stress amplitude (a) equal to Om=85 MPa and Oa=270 MPa, respectively. Using a modified Goodman diagram, determine the fatigue strength required for the shaft in MPa. (Hint: Round-off your answer to 4 decimal places). d/4 d r d/8 ↓

Elements Of Electromagnetics
7th Edition
ISBN:9780190698614
Author:Sadiku, Matthew N. O.
Publisher:Sadiku, Matthew N. O.
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Design analysis q6
The same shaft, as in the previous question, is considered here again with the
following material properties:
Ultimate Tensile Strength=610 MPa,
Yield Strength= 505 MPa.
Suppose that the shaft is subjected to a cyclic load with mean stress (m) and stress
amplitude (a) equal to Om=85 MPa and Oa=270 MPa, respectively. Using a
modified Goodman diagram, determine the fatigue strength required for the shaft in
MPa. (Hint: Round-off your answer to 4 decimal places).
d/4
d
r
d/8
↓
Transcribed Image Text:The same shaft, as in the previous question, is considered here again with the following material properties: Ultimate Tensile Strength=610 MPa, Yield Strength= 505 MPa. Suppose that the shaft is subjected to a cyclic load with mean stress (m) and stress amplitude (a) equal to Om=85 MPa and Oa=270 MPa, respectively. Using a modified Goodman diagram, determine the fatigue strength required for the shaft in MPa. (Hint: Round-off your answer to 4 decimal places). d/4 d r d/8 ↓
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