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Implications of phenomenological uncertainty in engineering reliability assessments

机译:现象学不确定性对工程可靠性评估的影响

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The consideration of an unknown failure mode is possible whenever expert opinion on the risk associated with the development and application of new technologies is available. Based on the degree of innovation or on the period during which the innovative aspects have been tested, experts may turn in estimates the likelihood L_(n+1) that an unknown failure mode n + 1 exists. It is demonstrated that, mainly for new systems, the reliability should be reduced by a factor (1 - 0.24 L_(n+1)), in order to account for phenomenological uncertainty. This statement is a general result, for it does not depend on the probability distribution of timeto-first-failure in any mode. Common experience seems to indicate that, in general, the maximum uncertainty condition, L_(n+1) = 0.5, is not necessarily pessimistic and may lead to high pronenesses to failure in the case of new technologies. The influence of testing, through the duration of testing or operating time without failure is then quantified. It is shown that high system reliability can only be achieved after successful operation.
机译:只要可获得与新技术的开发和应用相关的风险的专家意见,就可以考虑未知的故障模式。基于创新程度或测试创新方面的时间段,专家可以上报估计存在未知故障模式n +1的可能性L_(n + 1)。结果表明,主要针对新系统,应将可靠性降低一个因子(1-0.24 L_(n + 1)),以解决现象学上的不确定性。该陈述是一般性的结果,因为它不依赖于任何模式下首次出现故障的时间的概率分布。共同经验似乎表明,一般而言,最大不确定性条件L_(n + 1)= 0.5不一定是悲观的,并且在使用新技术的情况下,很可能导致失败的可能性很高。然后,可以量化测试在整个测试过程中的影响力或在没有故障的情况下的运行时间。结果表明,只有在成功运行后才能实现较高的系统可靠性。

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