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Evaluation of fatigue life prediction under ideal circumstances

机译:理想情况下的疲劳寿命预测评估

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Despite the widespread use of fatigue life prediction methods based on integration of the paris equation,the confidence with which the results can be applied is less well established.This paper reports on a rigorous and meticulous evaluation of the Paris -integration fatigue life prediction method using CT specimens of 7075-T6 aluminium alloy fatigued under nominally ideal circumstances.Unlike many industrial situations,in the present study precise values of the Paris equation parameters C and m,fracture toughness,as well a sdimensional aspects,cyclic stress am-plitudes and compliance functions, Y(a/w),were known and used in the prediction of fatigue life-times.the study was undertaken for constant amplitude cycling with R=0.1.for a range of initial and final crack sizes.Despite the ideal conditions and care taken,life time predictions were typically only within factors of 1.5 to 2 times of the actual lifetimes.Electron microscopy studies indicated good correlations with predicted crack growth increments,but lifetime predictions to better than 50
机译:尽管基于巴黎方程积分的疲劳寿命预测方法得到了广泛应用,但仍不能很好地建立可应用该结果的置信度。本文报道了对巴黎综合疲劳寿命预测方法进行严格而细致的评估的方法。 7075-T6铝合金的CT试样在名义上理想的条件下疲劳。与许多工业环境不同,在本研究中,巴黎方程参数C和m的精确值,断裂韧度以及尺寸方面,循环应力幅值和顺应性已知函数Y(a / w)并将其用于疲劳寿命的预测。该研究针对R = 0.1的恒定振幅循环进行了研究,适用于一系列初始和最终裂纹尺寸。注意,寿命预测通常仅在实际寿命的1.5到2倍之内。电子显微镜研究表明与预测的裂纹具有良好的相关性k增长,但寿命预测优于50

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