Probabilistic Characterization of Fatigue Damage Data for Aerospace Materials

I. Orisamolu
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Abstract

The development of stochastic models for representing the uncertainties present in a problem is a very important component of probabilistic reliability analysis. Stochastic modeling of engineering parameters require the determination of appropriate probability distribution functions and their associated statistical parameters. In cases that of practical interest, there are usually two or more random variables or processes involved, and hence it is further necessary to establish the correlations between the uncertain parameters or functions. The choice of stochastic models often influences the reliability values as well as the probabilistic sensitivity factors computed from analyses. This is especially so for probabilistic fracture mechanics and fatigue reliability calculations which constitute the cornerstone for durability and damage tolerance assessments. The present paper reports the development of a methodology for probabilistic fatigue data characterization. The characterization utilizes raw fatigue damage (crack initiation or crack growth) data to determine the most appropriate probability distributions, statistical parameters and confidence bounds for the modeling parameters that are involved in fatigue damage initiation and propagation relations used in durability and damage tolerance prediction. Correlations between different parameters are also computed on the basis of well established deterministic models and standards (such as the ASTM E647-93 standard) that have been widely accepted in the industry. Statistical tests are implemented on the basis of Kolmogorov-Smirnov measures of model acceptability. The probabilistic models are determined using both the method of moments (MOM) and maximum likelihood estimators (MLE) and are packaged within the framework of a user-friendly computational tool (PRADAC). Illustrative practical examples are presented to demonstrate the utility of this probabilistic pre-processing computational tool and the important effects on fatigue reliability prediction of aerospace structural components.
航空材料疲劳损伤数据的概率表征
发展随机模型来表示问题中存在的不确定性是概率可靠性分析的一个重要组成部分。工程参数的随机建模要求确定合适的概率分布函数及其相关的统计参数。在实际应用中,通常涉及两个或两个以上的随机变量或过程,因此需要进一步建立不确定参数或函数之间的相关性。随机模型的选择通常会影响可靠性值以及从分析中计算出的概率敏感性因子。对于概率断裂力学和疲劳可靠性计算尤其如此,这是耐久性和损伤容限评估的基础。本文报告了概率疲劳数据表征方法的发展。表征利用原始疲劳损伤(裂纹起裂或裂纹扩展)数据来确定最合适的概率分布、统计参数和建模参数的置信度限,这些参数涉及耐久性和损伤容限预测中使用的疲劳损伤起裂和扩展关系。不同参数之间的相关性也可以在业界广泛接受的已建立的确定性模型和标准(如ASTM E647-93标准)的基础上计算。统计检验是在模型可接受性的Kolmogorov-Smirnov测度的基础上实施的。使用矩量法(MOM)和最大似然估计器(MLE)确定概率模型,并将其打包在用户友好的计算工具(PRADAC)的框架内。通过实例说明了该概率预处理计算工具的实用性及其在航天结构件疲劳可靠性预测中的重要作用。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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