The endurance limit for a material is found by rotating beam specimen test to be Se = 52 kpsi. Using a reliability estimate of 99.9 percent, estimate the endurance limit if the material is to be placed in reversed axial loading. Table 6-4 Reliability Factors k, Corresponding to 8 Percent Standard Deviation of the Endurance Limit Reliability, % Transformation Variate z Reliability Factor k, 50 1.000 90 1.288 0.897 1.645 0.868 99 2.326 0.814 99.9 3.091 0.753 99.99 3.719 0.702 /8/8/8
The endurance limit for a material is found by rotating beam specimen test to be Se = 52 kpsi. Using a reliability estimate of 99.9 percent, estimate the endurance limit if the material is to be placed in reversed axial loading. Table 6-4 Reliability Factors k, Corresponding to 8 Percent Standard Deviation of the Endurance Limit Reliability, % Transformation Variate z Reliability Factor k, 50 1.000 90 1.288 0.897 1.645 0.868 99 2.326 0.814 99.9 3.091 0.753 99.99 3.719 0.702 /8/8/8
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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Transcribed Image Text:The endurance limit for a material is found by rotating beam specimen test to be S,' = 52 kpsi. Using a reliability estimate of 99.9 percent, estimate the endurance limit if the material is to be placed in reversed axial loading.
Table 6-4 Reliability Factors k, Corresponding to 8 Percent Standard
Deviation of the Endurance Limit
Reliability, %
Transformation Variate z.
Reliability Factor k,
50
1.000
90
1.288
0.897
95
1.645
0.868
99
2.326
0.814
99.9
3.091
0.753
99.99
3.719
0.702
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