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Verification of Probabilistic Risk Assessment Method AMETA for Aircraft Fatigue Life Management

机译:飞机疲劳寿命管理概率风险评估方法AMETA的验证

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A probabilistic risk assessment method to assess the failure possibilities of aircraft fatigue critical components due tofatigue damage initiation and propagation, as well as the effect of complex maintenance scenarios throughout the aircraft’sservice life (including multiple repair types and various nondestructive inspection (NDI) techniques), needs to bedeveloped for aircraft fatigue life management. The traditional Monte Carlo simulation (MCS) offers the most robust andreliable solution; however, MCS is time consuming and unable to support prompt risk decisions. To relieve thecomputational burden, a novel probabilistic method-AMETA (Aircraft Maintenance Event Tree Analysis)-wasdeveloped, which combines the generality of random simulations with the efficiency of analytical probabilistic methods.AMETA consists of a fatigue maintenance event tree and a probabilistic algorithm comprising a set of probabilisticequations. AMETA systematically transforms a complex random maintenance pattern requiring a large number (in theorder of billions) of MCSs to more logical and manageable fatigue paths represented by a finite set of probabilistic eventsto achieve the required computational accuracy and efficiency. Furthermore, the Importance Sampling Method (ISM) canbe used for efficiency improvement. In this paper, the accuracy, efficiency and robustness of AMETA are verified anddemonstrated. A procedure was provided to select the most suitable sampling functions for ISM. It is found that AMETAis several orders of magnitude more efficient than MCS for the same level of accuracy.
机译:一种概率风险评估方法,用于评估由于以下原因造成的飞机疲劳关键部件的失效可能性: 疲劳损伤的产生和传播,以及整个飞机的复杂维护场景的影响 使用寿命(包括多种维修类型和各种非破坏性检查(NDI)技术)需要 为飞机疲劳寿命管理而开发。传统的蒙特卡洛模拟(MCS)提供了最可靠的方法 可靠的解决方案;但是,MCS非常耗时,无法支持及时的风险决策。为了减轻 计算负担,一种新的概率方法-飞机维修事件树分析(AMETA) 结合了随机模拟的普遍性和分析概率方法的效率。 AMETA由疲劳维护事件树和包含一组概率的概率算法组成 方程。 AMETA系统地转换了一个复杂的,需要大量维护的随机维护模式(在 十亿个数量级的MCS到由一组有限概率事件表示的更逻辑和更易管理的疲劳路径 以达到所需的计算精度和效率。此外,重要性抽样方法(ISM)可以 用于提高效率。本文验证了AMETA的准确性,效率和鲁棒性,并 演示。提供了一个程序,以选择最适合ISM的采样功能。发现AMETA 在相同的精度水平上,它比MCS效率高出几个数量级。

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