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- W2327342178 abstract "In mechanical and structural reliability analysis, the reliability of a mechanical component or a structural member is determined by the distributions of design factors. However, the parameters of these distributions are rarely known in real life, especially at the design stage. In engineering practice, a parameter is usually estimated from a random sample with a finite sample size, such as testing data, field where data, or simulation. Obviously, statistical uncertainties of the estimated parameters exist, which must affect the quantification of the designed-in reliability. Furthermore, the designer has to be concerned about how good the calculated design-in reliability is. The solution is to attach a confidence level to the calculated reliability, or to find confidence limits on the true reliability at a specified confidence level. In this paper, the statistical uncertainties of the design factors are taken into account. The estimated parameters, and the computed reliability are treated as random variables. Based on reasonable assumptions, a method of determining the reliability confidence limits is proposed. The expression for the lower confidence limit on the reliability is derived, for the simple stress-strength interference case first and then is extended to the most general case. The proposed algorithm can be easily incorporated into current probabilistic design-by-reliability codes. failure governing (actual) stress, s, or" @default.
- W2327342178 created "2016-06-24" @default.
- W2327342178 creator A5031585605 @default.
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- W2327342178 date "1997-04-07" @default.
- W2327342178 modified "2023-09-26" @default.
- W2327342178 title "On the lower confidence limit of the calculated reliability for mechanical components and structural members" @default.
- W2327342178 cites W1556191863 @default.
- W2327342178 cites W2018697445 @default.
- W2327342178 doi "https://doi.org/10.2514/6.1997-1372" @default.
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