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A Theory for Mathematical Framework and Fatigue Damage Function for the S-N Plane

机译:S-N飞机的数学框架和疲劳损伤函数理论

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摘要

Fatigue life predictions associated with the S-N curve have been largely based on empiricism or unfounded theories, or both, due to the complexity involving multiple variables such as fatigue life, applied stress, number of loading cycles, and stress ratio. A damage model proposed by Palmgren in 1924 and popularized by Miner in 1945 may be one of the most important milestones in the fatigue damage research history. Its validity and principle adopted, however, have been problematic, and many researchers have attempted refining the model without much success. The ultimate objectives of the current work are to provide a theory for mathematical validity framework of fatigue damage associated with the S-N curve and to derive a damage function capable of predicting the fatigue life. The validity framework is designed as the fundamental basis to ensure the validity of a damage function in the development process. In this paper, a theory for validity framework, consisting of axioms, relative conditions for compatibility, and boundary conditions, is developed for fatigue damage on the S-N plane at a stress ratio of zero. Also, compatibility conditions based on the new concept for fatigue damage are developed. Manifestation points for accumulated damage are defined and conceptualized for boundary conditions by differentiating between damage accumulated before failure and failure caused by damage. A selected equation for damage at failure as the reference damage is theoretically validated for further validation of damage on the S-N plane. Subsequently, a damage function capable of predicting fatigue damage is proposed following the validation process. Comparisons between experimental results from two stress level sequence loading and theoretical fatigue life predictions are made and a close agreement between them was found. With the benefits of the new compatibility conditions and criteria we developed, an evaluative review on the fatigue damage models is presented.
机译:与S-N曲线相关的疲劳寿命预测主要基于经验主义或无根据的理论,或两者兼而有之,这是由于涉及多个变量(例如疲劳寿命,施加应力,载荷循环次数和应力比)的复杂性所致。由Palmgren于1924年提出并由Miner于1945年推广的损伤模型可能是疲劳损伤研究历史上最重要的里程碑之一。但是,它的有效性和采用的原则一直存在问题,许多研究人员试图对该模型进行完善,但没有取得太大的成功。当前工作的最终目的是为与S-N曲线相关的疲劳损伤的数学有效性框架提供理论,并推导能够预测疲劳寿命的损伤函数。有效性框架被设计为确保损害功能在开发过程中有效性的基本基础。在本文中,针对应力比为零的S-N平面上的疲劳损伤,建立了由公理,相容性的相对条件和边界条件组成的有效性框架理论。此外,还基于疲劳损伤的新概念开发了相容性条件。通过区分失效之前累积的损坏和损坏引起的损坏,为边界条件定义并概念化累积损坏的表现点。理论上验证了选定的失效损伤方程作为参考损伤,以进一步验证S-N平面上的损伤。随后,在验证过程之后,提出了一种能够预测疲劳损伤的损伤函数。对两种应力水平顺序加载的实验结果与理论疲劳​​寿命的预测进行了比较,并发现两者之间有密切的一致性。利用我们开发的新兼容性条件和标准的好处,提出了对疲劳损伤模型的评估报告。

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