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PROBABILITY DISTRIBUTION OF THE LENGTHS OF FATIGUE CRACKS IN RIVETED JOINTS OF AN AIRCRAFT

机译:飞机铆接接头疲劳裂纹长度的概率分布

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摘要

In the case of cyclic loading of aircraft structures, fatigue cracks are initiated and grow in riveted joints, which may lead to a decrease in the residual strength and to the sudden widespread fatigue damage. This phenomenon is induced by multiple-site damage, which is usually described by statistical methods. Since the crack length in multiple-site damage is bounded by the distance between the neighboring holes, it is necessary (for the prediction of the limit state in a row of rivets) to know the size distribution of fatigue cracks, which can be computed according to the distribution of operating times (i.e., the numbers of flight cycles) to fatigue-crack initiation with regard for the dependence of crack length on the number of flight cycles. We deduce a relation for the distribution of crack lengths for a given number of flights of an actual aircraft structure. With the use of the numerical values of the parameters of defect initiation and growth, we show that this distribution can be approximated by a hyperbolic-type power function.
机译:在飞机结构的周期性载荷的情况下,疲劳裂纹会在铆接接头中引发并增长,这可能导致残余强度降低并导致突然的疲劳破坏。这种现象是由多站点损坏引起的,通常通过统计方法进行描述。由于多点损伤中的裂纹长度受相邻孔之间的距离限制,因此有必要(用于预测一排铆钉的极限状态)知道疲劳裂纹的尺寸分布,可以根据以下公式计算考虑到裂纹长度对飞行周期数的依赖性,确定疲劳裂纹萌生的工作时间(即飞行周期数)的分布。我们推导了在实际飞机结构的给定飞行次数下裂纹长度分布的关系。通过使用缺陷引发和生长参数的数值,我们表明该分布可以通过双曲线型幂函数来近似。

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