在超载和欠载情况下估计疲劳极限的循环阻力曲线方法

Kimmo Kärkkäinen , Joona Vaara , Miikka Väntänen , Mari Åman , Tero Frondelius
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引用次数: 0

摘要

拉伸超载(OL)和压缩欠载(UL)对疲劳裂纹扩展和疲劳极限有显著影响。本文提供了一种简单的方法,通过循环阻力曲线(r曲线)分析,定量估计在偶发过载和欠载存在下的疲劳极限。有限元模拟结果表明,两种载荷峰值均能通过消除裂纹闭合而有效复位r曲线。结果表明,反复施加任意一种载荷峰值均可显著降低有效疲劳极限。有效疲劳极限的饱和值由本质阈值∆Kth,eff决定,饱和速率与加载尖峰类型有关。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
A cyclic resistance curve approach to estimating fatigue limit in the presence of over- and underloads
Tensile overloads (OL) and compressive underloads (UL) can have a significant effect on fatigue crack propagation and fatigue limit. This article provides a simple method for quantitatively estimating the fatigue limit in the presence of sporadic over- and underloads via a cyclic resistance curve (R-curve) analysis. Finite element modeling results show that both loading spikes can effectively reset the R-curve by removing crack closure. It is shown that recurrent application of either loading spike can significantly reduce the effective fatigue limit. The saturation value of the effective fatigue limit is governed by the intrinsic threshold ∆Kth,eff and the rate of saturation depends on the loading spike type.
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