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On the need to adopt strain-based probabilistic approach in predicting fatigue life

机译:关于采用基于应变的概率方法预测疲劳寿命的必要性

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摘要

This paper presents a comparison of fatigue life prediction capabilities among three deterministic and one probabilistic strain-life models. Most existing life prediction models are deterministic even though the fatigue process is stochastic in nature. Therefore, variability in experimental fatigue life data is not statistically justified when the deterministic approach is adopted. In this study, the Coffin-Manson, Smith-Watson-Topper, Morrow, and Weibull regression models through the use of Miner's rule for damage accumulation process are each compared with the experimental data. Both available in the literature, two sets of experimental data for variable amplitude loading and random loading spectrum were used to explore the prediction accuracies of the models. Simulations were based on models to obtain additional results for different levels of maximum strain. They were conducted to investigate the maximum strain-life behaviour under random loading. Fatigue life comparisons were then performed, and the scatter band for type of load, level of strain amplitude, and each model separately were used for evaluations. The results show that the difference percentage in comparison with experimental data varies, but all the predictions are within the acceptable limit, that is, 50 when the factor of 2 was used. Weibull regression model has the lowest normalized-root-mean square error value (0.07) and thus has highest prediction capability among the models. Therefore, the probabilistic model is a better alternative for strain-life prediction compared with deterministic models.
机译:本文比较了3个确定性模型和1个概率应变寿命模型的疲劳寿命预测能力。大多数现有的寿命预测模型都是确定性的,即使疲劳过程本质上是随机的。因此,当采用确定性方法时,实验疲劳寿命数据的可变性在统计学上是不合理的。本研究将Coffin-Manson、Smith-Watson-Topper、Morrow和Weibull通过Miner法则进行损伤累积过程的回归模型分别与实验数据进行了比较。利用文献中的两组可变幅载荷和随机载荷谱的实验数据来探索模型的预测精度。仿真基于模型,以获得不同水平最大应变的额外结果。他们研究了随机载荷下的最大应变寿命行为。然后进行疲劳寿命比较,并分别使用载荷类型、应变幅值和每个模型的散点带进行评估。结果表明,与实验数据相比,差异百分比各不相同,但所有预测都在可接受的范围内,即使用因子2时为50%。Weibull回归模型的归一化均方根误差值最低(0.07),因此在模型中具有最高的预测能力。因此,与确定性模型相比,概率模型是应变寿命预测的更好选择。

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