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Predicting long-term crack growth dominated static fatigue based on short-term cyclic testing

机译:基于短期循环测试预测长期裂纹扩展占主导的静态疲劳

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摘要

In the present work, the time to failure of a glass fibre reinforced glassy polymer is studied in cyclic fatigue at various frequencies and stress ratios with the goal to predict long-term crack-growth dominated static fatigue. It is demonstrated that the crack propagation rate can be regarded to consist of two components: a time-dependent creep component, and a frequency dependent cyclic component. In static loading, the time-dependent component prevails, while for cyclic loads with large load amplitudes the frequency dependent, cyclic component dominates. For intermediate load amplitudes, the total propagation rate is shown to be a combination of both. Consequently, the contribution of the cyclic component diminishes with decreasing frequency or load amplitude, revealing the contribution of the static component. As such, extrapolation of the stress ratio dependence of the fatigue life toR=1allows estimation of the long-term static performance. A phenomenological model is provided that captures all relevant aspects and provides an accurate description of the stress ratio and frequency dependence of the lifetime in fatigue loading and allows prediction of the long-term failure, based on short-term cyclic fatigue experiments only.
机译:在目前的工作中,研究了玻璃纤维增​​强玻璃态聚合物在各种频率和应力比下的循环疲劳失效时间,目的是预测长期裂纹扩展为主的静态疲劳。结果表明,裂纹扩展速率可以认为由两个部分组成:时间相关的蠕变成分和频率相关的循环成分。在静态负载中,与时间有关的分量占优势,而对于负载振幅较大的周期性负载,与频率有关的循环分量占主导。对于中等负载振幅,总传播速率显示为两者的组合。因此,循环分量的贡献随着频率或负载幅度的减小而减小,从而揭示了静态分量的贡献。这样,将疲劳寿命的应力比依存关系外推至R = 1即可估算长期静态性能。提供了一种现象模型,该模型可捕获所有相关方面,并仅在短期循环疲劳实验的基础上提供疲劳负载中寿命的应力比和频率依赖性的准确描述,并允许预测长期失效。

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