Table 3.
Load profile | Aggressiveness | Number of Specimens using this profile* | Load amplitude | Cycles | Status (Failed or Suspended) |
---|---|---|---|---|---|
1 | Most | 2 | 1 N increase in every 1,800 cycles Testing load = Initial load + testing cycles/1,800 | 495,956 | F |
492,821 | F | ||||
2 | Second | 3 | 1 N increase in every 5,000 cycles Testing load = Initial load + testing cycles/5,000 | 1,314,210 | F |
1,251,674 | F | ||||
1,358,568 | S | ||||
3 | Third | 3 | 1 N increase in every 6,600 cycles Testing load = Initial load + testing cycles/6,600 | 2,040,350 | F |
1,671,143 | F | ||||
405,614 | F | ||||
4 | Least | 4 | 1 N increase in every 10,000 cycles Testing load = Initial load + testing cycles/10,000 | 2,388,383 | F |
2,190,996 | F | ||||
2,493,513 | F | ||||
1,836,838 | F | ||||
5 | Constant stress | 1 | 200 N for first 1,000,000 cycles and then 250 N until fracture | 1,543,160 | F |
6 | Constant stress | 1 | 250 N for 53,195 cycles (premature failure**) | 53,195 | S |
One specimen failed prematurely due to machine/operator errors at the beginning of the test.
One specimen failed prematurely due to machine/operator errors. However it was tested for 53,195 cycles before fracture therefore was treated as a suspended data point in the statistical analysis.