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Bayesian Estimation of Residual Life for Weibull-Distributed Components of On-Orbit Satellites Based on Multi-Source Information Fusion

机译:基于多源信息融合的轨道卫星Weibull分布组分的贝叶斯估算

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摘要

Residual life estimation is an important problem in reliability engineering. Traditional methods, which are based on time-to-failure distribution, have limitations for components of on-orbit satellites characterized as high reliability with small sample size. Various types of reliability information can be collected during test and operation, including historical lifetime data, degradation data, similar data, expert information, etc. Therefore, making full use of multi-source information is meaningful for improving estimation precision. However, research on residual life estimation by fusing multi-source information is rare. No study has examined the overall process of fusing all of the different kinds of information. In this paper, a Bayesian method is presented to estimate the residual life of Weibull-distributed components of on-orbit satellites by fusing all the collected information. Prior distributions are determined using different kinds of information. After fusing the field data, posterior distributions can be obtained corresponding to each prior distribution. Then, the joint posterior distribution is the weighted sum of these posterior distributions with weights calculated using the second Maximum Likelihood Estimation (ML-II) method. Consistency is tested to guarantee the safety of the information fusion. Furthermore, residual life is estimated by the proposed sample-based method including both the Bayesian estimate and credible interval (CI). A Monte Carlo simulation study is conducted to demonstrate the proposed methods and shows that the Bayesian method is satisfactory and robust. Finally, a published dataset of the momentum wheel in a satellite is analyzed to illustrate the application of the method.
机译:残余寿命估计是可靠性工程中的重要问题。基于故障时间分布的传统方法对轨道卫星的组件具有限制,其特征在于具有小样本大小的高可靠性。可以在测试和操作期间收集各种类型的可靠性信息,包括历史寿命数据,劣化数据,类似数据,专家信息等,因此充分利用多源信息对于提高估计精度是有意义的。然而,通过融合多源信息的剩余寿命估计研究是罕见的。没有研究审查过融合所有不同信息的整体过程。在本文中,提出了一种贝叶斯方法来估计通过融合所有收集的信息来估算轨道卫星的威布利分布组件的残余寿命。使用不同类型的信息确定先前的分布。在熔断现场数据之后,可以获得对应于每个先前分布的后分布。然后,关节后部分布是使用第二最大似然估计(ML-II)方法计算的权重的这些后部分布的加权之和。测试一致性以保证信息融合的安全性。此外,通过所提出的基于样品的方法估计残余寿命,包括贝叶斯估计和可信间隔(CI)。进行了蒙特卡罗模拟研究以展示所提出的方法,并表明贝叶斯方法令人满意且坚固。最后,分析了卫星中的动量轮的发布数据集以说明该方法的应用。

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