In the loading pattern given, 140 MPa stress cycle occurs for 1 sec, 100 MPa stress cycle occurs for 2 sec and 90 MPa stress cycle occurs for 7 sec in the total 10 sec interval.
Stress range in 140 MPa stress cycle = 280 MPa
Stress range in 100 MPa stress cycle = 200 MPa
Stress range in 90 MPa stress cycle = 180 MPa
Probability of occurrence of 280 MPa stress range = 1/10
Probability of occurrence of 200 MPa stress range = 2/10
Probability of occurrence of 180 MPa stress range = 7/10
Effective stress range acting on member in one interval of 10 sec = 280 x 1/10 + 200 x 2/10 + 180 x 7/10 = 194 MPa
Number of cycles to failure = 2 x 104
Time required for failure = 2 x 104 x 10 = 2 x 105 sec = 55.56 hours
Question 13 1 pts An aluminium alloy experiences the loading below: Given its fatigue life data in the graph below, app...
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