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Stress Rupture Life Reliability Measures for Composite Overwrapped Pressure Vessels

机译:复合包裹压力容器的应力破裂寿命可靠性措施

摘要

Composite Overwrapped Pressure Vessels (COPVs) are often used for storing pressurant gases onboard spacecraft. Kevlar (DuPont), glass, carbon and other more recent fibers have all been used as overwraps. Due to the fact that overwraps are subjected to sustained loads for an extended period during a mission, stress rupture failure is a major concern. It is therefore important to ascertain the reliability of these vessels by analysis, since the testing of each flight design cannot be completed on a practical time scale. The present paper examines specifically a Weibull statistics based stress rupture model and considers the various uncertainties associated with the model parameters. The paper also examines several reliability estimate measures that would be of use for the purpose of recertification and for qualifying flight worthiness of these vessels. Specifically, deterministic values for a point estimate, mean estimate and 90/95 percent confidence estimates of the reliability are all examined for a typical flight quality vessel under constant stress. The mean and the 90/95 percent confidence estimates are computed using Monte-Carlo simulation techniques by assuming distribution statistics of model parameters based also on simulation and on the available data, especially the sample sizes represented in the data. The data for the stress rupture model are obtained from the Lawrence Livermore National Laboratories (LLNL) stress rupture testing program, carried out for the past 35 years. Deterministic as well as probabilistic sensitivities are examined.
机译:复合包裹压力容器(COPV)通常用于在航天器上存储增压气体。凯夫拉尔纤维(杜邦),玻璃纤维,碳纤维和其他较新的纤维均已用作外包装。由于在执行任务期间外包装会承受持续较长时间的负载,因此应力破裂失败是一个主要问题。因此,重要的是通过分析来确定这些船只的可靠性,因为无法在实际的时间范围内完成每个飞行设计的测试。本文专门研究了基于威布尔统计量的应力破裂模型,并考虑了与模型参数相关的各种不确定性。本文还研究了几种可靠性评估方法,这些方法可用于重新认证和确定这些船只的飞行适航性。具体而言,对于恒定压力下的典型飞行质量船舶,均检查了可靠性的点估计值,均值估计值和90/95%置信度估计值的确定性值。均值和90/95%的置信度估计值是使用Monte-Carlo仿真技术通过假设模型参数的分布统计信息(也基于仿真和可用数据,尤其是数据中表示的样本大小)来计算的。应力破裂模型的数据来自劳伦斯·利弗莫尔国家实验室(LLNL)过去35年进行的应力破裂测试程序。检查确定性和概率敏感性。

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