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累积冲击作用下可恢复退化过程的可靠度评估 被引量:2

Reliability evaluation of recoverable degradation process under cumulative shock
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摘要 以对激光器进行可靠度评估为背景,在考虑累积冲击与自然退化同时引起产品失效的基础上,重点研究了冲击时间间隔对产品退化量的影响,建立了累积冲击作用下可恢复的退化模型。根据自然退化过程及泊松冲击更新理论,研究了累积冲击模型和累积冲击下的退化失效模型。引入条件分布,分析冲击时间间隔对退化量的影响,得出了累积泊松冲击下的可恢复退化失效模型。结合性能退化分析,给出了可恢复的退化过程的失效分布函数和可靠度函数。进行了激光器退化试验,结果表明:当激光器工作2 000h时,利用累积冲击下可恢复的退化失效模型评估得到的可靠度为0.53,与仿真结果相符,为利用累积冲击下退化失效模型评估得到的可靠度的2.79倍。结果验证了本文提出的利用可恢复的退化模型进行可靠度评估的合理性。 For evaluating the reliability of lasers, this paper focuses on the effects of shock time intervals on the product degradation based on the product failure from both nature degradation process and cumulative shock process. Then it establishes a recoverable degradation model in cumulative shock process. Based on natural degradation process and Poisson shock renewal theory, a cumulative shock model and a degradation failure model under cumulative shock are presented. According to the model above mentioned, the effect of shock time interval on degradation is analyzed by introducing the condition distribution and the recoverable degradation failure model under the cumulative Poisson Shock is obtained. After analyzing the performance degradation, the failture distribution function and the reliability function of the recoverable degradation process are given. A laser performance degradation experiment is performed and the results indicate that when the lasers run for 2 000 h, the reliability is 0.53 by the recoverable degradation failure model under the cumulative shock, which is more consistent with simulation result, and is 2.79 times as much as the result by the degradation failure model under cumulative shock. It verifies the rationality of evaluation by the proposed recoverable degradation failure model.
出处 《光学精密工程》 EI CAS CSCD 北大核心 2017年第7期1783-1789,共7页 Optics and Precision Engineering
基金 国家自然科学基金青年基金资助项目(No.61501149) 黑龙江省自然科学基金资助项目(No.QC2016068) 黑龙江省科技厅科研基金资助项目(No.F201305)
关键词 产品评估 可靠度评估 退化过程 WIENER过程 泊松冲击 累积冲击 product evaluation reliability evaluation degradation process Wiener process Poisson shock cumulative shock
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  • 1李亮,宋健,李永,郭振宇.制动器热分析的快速有限元仿真模型研究[J].系统仿真学报,2005,17(12):2869-2872. 被引量:37
  • 2Li W J, Pham H. Reliability modeling of multi-state de- graded systems with multi-competing failures and random shocks[ J ]. IEEE Transactions on Reliability, 2005, 54 (2) : 297 - 303.
  • 3Lehmann A. Joint modeling of degradation and failure time data [ J ]. Journal of Statistical Planning and Infer- ence, 2009, 139(5) : 1693 - 1706.
  • 4Klutke G A, Yang Y J. The availability of inspected sys- tems subjected to shocks and graceful degradation[ J ]. IEEE Transactions on Reliability, 2002, 51(3 ) : 371 -374.
  • 5Deloux E, Castanier B, Berenguer C. Predictive mainte- nance policy for a gradually deteriorating system subject to stress [ J]. Reliability Engineering and System Safety, 2009, 94(2) : 418 -431.
  • 6Kijima M, Nakagawa T. A cumulative damage shock model with imperfect preventive maintenance [J ]. Naval Research Logistics, 1991, 38(2) : 145 - 156.
  • 7Chen J Y, Li Z H. An extended extreme shock mainte- nance model for a deteriorating system [ J ]. Reliability Engineering and System Safety, 2008, 93 ( 8 ) : 1123 - 1129.
  • 8Allan Gut. Mixed shock models[J]. Bernoulli, 2001, 7 (3) : 541 - 555.
  • 9Bai J M, Li Z H, Kong X B, Generalized shock models based on a cluster point process [ J ]. IEEE Transactions on Reliability, 2006, 55(3 ) :542 - 550.
  • 10Peng H, Feng Q M, Coit D W. Reliability and mainte- nance modeling for systems subject to multiple dependent competing failure processes[ J]. liE Transactions, 2010, 43(1) :12 -22.

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