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An elastic-plastic finite element alternating method for analyzing wide-spread fatigue damage in aircraft structures

机译:飞机结构广泛疲劳损伤的弹塑性有限元交替法

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In this paper, a new analytical technique to study the effect of wide-spread fatigue damage in ductile panels is presented. The main purpose of the study is to develop an efficient methodology to predict the maximum load carrying capacity of panels with cracks. The problem arises especially in the fuselage skin of aging airplanes, in which cracks initiate from a row of rivet holes. This problem is known as Multi Site Damage (MSD) in aging aircraft. It is very important to estimate the load carrying capacity. Usually, the approach based on elastic fracture mechanics may overestimate the load capacity. It is very important for the aircraft structure with MSD to estimate the load carrying capacity of such damaged structures. Approaches based on elastic fracture mechanics often lead to a considerable error. In this paper, the Elastic Finite Element Alternating Method (EFEAM) has been extended to the case of elastic-plastic fracture of panels with MSD cracks. In EFEAM, analytical solutions to crack problems in an infinite plate are employed. In this study, we adopted an analytical solution for a row of cracks in an infinite panel. Furthermore, the plastic deformation is accounted for, by using the initial stress algorithm. The T_ε~* integral is employed for the fracture criterion. The methodology developed in the present study can be called as Elastic-Plastic Finite Element Alternating Method (EPFEAM) for MSD problems. A series of studies on the maximum load capacity of panels with a row of cracks has been conducted.
机译:本文提出了一种新的分析技术,以研究延性板中广泛疲劳损伤的影响。该研究的主要目的是开发一种有效的方法来预测带有裂纹的面板的最大承载能力。该问题尤其出现在老化的飞机的机身蒙皮中,其中裂纹从一排铆钉孔中引发。这个问题在老化的飞机中称为多站点损坏(MSD)。估计承载能力非常重要。通常,基于弹性断裂力学的方法可能会高估负载能力。对于带有MSD的飞机结构,估算此类受损结构的承载能力非常重要。基于弹性断裂力学的方法通常会导致相当大的误差。在本文中,弹性有限元交替法(EFEAM)已扩展到具有MSD裂纹的面板的弹塑性断裂的情况。在EFEAM中,采用了无限板中裂纹问题的解析解。在这项研究中,我们对无限面板中的一行裂纹采用了一种解析解。此外,通过使用初始应力算法来考虑塑性变形。 T_ε〜*积分用于断裂判据。在本研究中开发的方法可以称为MSD问题的弹塑性有限元交替方法(EPFEAM)。已经进行了一系列研究,以发现带有裂纹的面板的最大承载能力。

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