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PROBABILISTIC FATIGUE CRACK GROWTH ANALYSIS FOR LIFE PREDICTION OF AUTOMOTIVE COMPONENTS

机译:汽车零部件寿命预测的概率疲劳裂纹增长分析

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This research focuses on investigating the probabilistic fatigue crack growth models on W319 aluminum alloy which has vast applications in automotive parts products. The aim of this study is to determine the crack growth rate probabilistically and quantification of uncertainty of probabilistic models on estimation of damages (crack length) versus life (number of cycles) under fatigue loading in automotive parts. The models used in this paper include Walker and Forman correlations. The deterministic forms of these models are verified with AFGROW code and validated experimentally with fatigue data of W319 aluminum. After verifying the accuracy of deterministic models, the models are treated probabilistically by considering the models' parameters stochastic. Monte Carlo simulation is devised to investigate the models under stochastic conditions by drawing samples from these random variables. Finally the propagation of uncertainty is quantified by calculating standard deviations of crack lengths through propagation of the uncertainties via cycles. The results are useful for selecting a proper probabilistic fatigue crack growth model in specific applications and can be used in future studies in automotive industry to obtain more accurate and reliable conclusions.
机译:这项研究的重点是研究在汽车零件产品中具有广泛应用的W319铝合金的概率疲劳裂纹扩展模型。这项研究的目的是通过概率确定汽车零件在疲劳载荷下的损伤(裂纹长度)与寿命(循环次数)的估计,以概率确定裂纹的增长率,并量化概率模型的不确定性。本文使用的模型包括Walker和Forman相关性。这些模型的确定形式已通过AFGROW代码验证,并通过W319铝的疲劳数据进行了实验验证。在验证了确定性模型的准确性之后,通过考虑模型参数的随机性对模型进行概率处理。通过从这些随机变量中抽取样本,设计了蒙特卡洛模拟来研究随机条件下的模型。最后,不确定性的传播通过计算裂纹长度的标准偏差(通过不确定性通过循环传播)来量化。该结果对于在特定应用中选择适当的概率疲劳裂纹扩展模型很有用,并且可用于汽车行业的未来研究中,以获得更准确和可靠的结论。

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