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Failure Mechanisms Cumulative Model for Reliability Evaluation of k-Out-of-n System with Different Types of Failure Mechanisms

机译:失效机制类型不同的k-out-of-n系统可靠性评估的累积模型

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It's necessary to consider the impact of load sharing when in k-out-of-n system reliability assessment. In this work, we propose a Failure Mechanism Cumulative Model to consider the loading history of the load sharing effect in k-out-of-n system, where correlativity among failure mechanisms include the damage cumulative between continuous degradation and compound point degradation with the sudden failure due to shock are considered. When one component in the k-out-of-n system fails, failure mechanisms in other surviving components will be accelerated. At the same time also need consider the damage cumulative relationship between the failure mechanisms in surviving components. By deriving the damage equation and constructing failure behavior logic, estimates of system reliability of k-out-of-n system with damage cumulative between different types of failure mechanisms are generated. In the case study, a system is presented to illustrate the practical applicability of the proposed approach. And utilize a combined Monte-Carlo and Binary Decision Diagram method, some damage accumulation curves and reliability curves are obtained at the end of this paper.
机译:在n出k的系统可靠性评估中,有必要考虑负载共享的影响。在这项工作中,我们提出了一种失效机制累积模型,以考虑k-out-of-n系统中负载共享效应的加载历史,其中失效机制之间的相关性包括连续退化和复合点退化与突然之间累积的损伤。考虑由于电击导致的故障。当n出k的系统中的一个组件发生故障时,其他尚存组件中的故障机制将得到加速。同时还需要考虑幸存部件中失效机理之间的损伤累积关系。通过推导损伤方程式并构造故障行为逻辑,可以得出在不同类型的故障机制之间累积损伤的k-​​out-of-n系统的系统可靠性估计。在案例研究中,提出了一个系统来说明所提出方法的实际适用性。并结合蒙特卡洛和二元决策图方法,得出了一些损伤累积曲线和可靠性曲线。

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