The table of percentiles provides the age by which a percentage of the population is expected to fail. Use these values to determine whether your product meets reliability requirements, or to compare the reliability of two or more product designs.
Use these values only with an appropriate model for the data. If the model fits the data poorly, then these estimates may not be accurate.
Standard Error | 95.0% Normal CI | |||||
---|---|---|---|---|---|---|
Percent | Design | Weight | Percentile | Lower | Upper | |
1 | Standard | 5.0 | 134.911 | 17.6574 | 104.385 | 174.363 |
1 | Standard | 7.5 | 117.113 | 16.0279 | 89.5591 | 153.144 |
1 | Standard | 10.0 | 101.663 | 16.3830 | 74.1295 | 139.423 |
1 | New | 5.0 | 273.214 | 36.8022 | 209.819 | 355.763 |
1 | New | 7.5 | 237.171 | 32.6878 | 181.028 | 310.726 |
1 | New | 10.0 | 205.882 | 32.8675 | 150.568 | 281.518 |
5 | Standard | 5.0 | 178.749 | 16.9676 | 148.404 | 215.300 |
5 | Standard | 7.5 | 155.168 | 14.1107 | 129.836 | 185.443 |
5 | Standard | 10.0 | 134.698 | 15.4568 | 107.568 | 168.670 |
5 | New | 5.0 | 361.994 | 36.0778 | 297.761 | 440.084 |
5 | New | 7.5 | 314.239 | 28.8741 | 262.450 | 376.247 |
5 | New | 10.0 | 272.783 | 30.6102 | 218.928 | 339.887 |
These results indicate that a compressor case with the new compressor design survives longer than a compressor case with the standard compressor design.