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Load Interaction Effects on FCG: Master Curve Approach

机译:对FCG的负载交互效果:主曲线方法

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The majority of fatigue crack growth (FCG) data associated with load interaction effects have been interpreted in terms of plasticity effects at the crack wake. This paper presents a new approach by which the FCG behavior for different R-ratios can be predicted using the master curve. In this approach, the stress intensity factor (SIF) range, ΔK, is normalized in terms of ΔK at R=0. The corresponding mean value of SIF, K{sub}m, is normalized by the SIF amplitude, K{sub}a. A curve is plotted for this normalized SIF data, which collapses all the R-ratios into a master curve and therefore enables the prediction of other R-ratios. From the analyses of different materials taken from literature it is demonstrated that the master curve approach is very effective in predicting the R-ratio effects on fatigue crack growth behavior.
机译:与负荷相互作用效应相关的大多数疲劳裂纹生长(FCG)数据已在裂缝唤醒处的可塑性效应方面被解释。本文呈现了一种新方法,通过该方法可以使用主曲线预测不同R比的FCG行为。在这种方法中,应力强度因子(SIF)范围(SIF)范围ΔK在r = 0的Δk方面归一化。 SIF,K {Sub} M的相应平均值由SIF幅度,K {Sub} A归一化。绘制曲线对于该标准化的SIF数据,其将所有R比物塌陷到主曲线中,因此能够预测其他R比。根据从文献中取出的不同材料的分析,证明了主曲线方法在预测对疲劳裂纹生长行为的R比作用非常有效。

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