Simanovskii Yuri, Abramovich Haim
Technion Faculty of Aerospace Engineering, Israel Institute of Technology, I.I.T., Haifa 32000, Israel.
Materials (Basel). 2025 Sep 3;18(17):4138. doi: 10.3390/ma18174138.
Old airplanes produced in the 1970s are still flying, while being exposed to various new types of detriments, leading to a need to repair them to enable the safe use of the airborne body. The present state of the art advocates the use of laminated composite to repair aluminum parts due to their effective durability. The studies presented in the literature mainly focused on bodies under tensile loads. It seems that shear-type loading appearing in the fuselage of airplanes when being under torsion has been ignored in literature. Therefore, to fill this gap, the present study investigates the behavior of defective aluminum panels under pure shear. The present investigation uses a novel finite element (FE) method of modelling the loaded body by 2D and 3D elements. Then, the model is used to calculate the influence of various parameters, like the size of the repair patch, overlaps, sequences of the laminated composite plate, and other structural properties on the stability and strength of the examined part. To validate the numerical predictions, tests were performed on typical elements. Based on the experimental results, the fidelity of the FE model was assessed and the method approach of repairing using composite patches was validated. The main conclusion from the present study is the use of solid (3D) elements, over shell (2D) elements, due to their high-fidelity results.
20世纪70年代生产的旧飞机仍在飞行,同时面临各种新型损害,因此需要对其进行修复,以确保机身的安全使用。由于其有效的耐久性,目前的技术水平主张使用层压复合材料来修复铝部件。文献中提出的研究主要集中在承受拉伸载荷的物体上。在文献中,似乎忽略了飞机机身在扭转时出现的剪切型载荷。因此,为了填补这一空白,本研究调查了有缺陷的铝板在纯剪切作用下的行为。本研究采用一种新颖的有限元(FE)方法,通过二维和三维单元对加载体进行建模。然后,该模型用于计算各种参数的影响,如修复补丁的尺寸、重叠部分、层压复合板的顺序以及其他结构特性对被检查部件的稳定性和强度的影响。为了验证数值预测结果,对典型元件进行了测试。基于实验结果,评估了有限元模型的保真度,并验证了使用复合补丁进行修复的方法。本研究的主要结论是,由于实体(三维)单元的高保真结果,应优先使用实体(三维)单元而非壳(二维)单元。