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A Damage Tolerance Study of Curvilinearly Stiffened Panels with Different Crack Lengths Using a Global-local Finite Element Method

机译:用局部局部有限元方法研究不同裂纹长度的曲线加筋板的损伤容限

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Motivated by a need for understanding the damage tolerance of unitized structures fabricated using the modern additive manufacturing process, fracture analysis of curvilinearly stiffened panels, unitized structures, with different crack lengths were performed by using a global-local finite element method under three different load cases: a) shear, b) normal, and c) combined load cases. It was observed that, in most of the cases, 85% data storage space and the same amount in CPU time requirement could be saved using the global-local finite element method compared to the standard global finite element analysis. It was also observed that the fracture mode in panels with different crack lengths was essentially Mode-Ⅰ under the normal load case; Mode-Ⅱ under the shear load case; and again Mode-Ⅰ under the combined load case. Under the maximum combined loading condition, the largest effective stress intensity factor of the panel with a crack of recommended size was very smaller than the critical stress intensity factor. Therefore, considering the critical stress intensity factor, the stiffened panel was an optimum design satisfying damage tolerance constraints.
机译:由于需要了解采用现代增材制造工艺制造的整体结构的损伤容限,因此,在三种不同载荷情况下,采用全局局部有限元方法对具有不同裂纹长度的曲线加筋板,整体结构进行了断裂分析。 :a)剪力,b)正常,c)组合荷载工况。观察到,与标准全局有限元分析相比,在大多数情况下,使用全局局部有限元方法可以节省85%的数据存储空间和相同数量的CPU时间要求。还观察到在正常载荷情况下,不同裂纹长度的面板的断裂模式基本上是Ⅰ型。 Ⅱ型在剪切载荷作用下的情况;在组合负载情况下再次为模式Ⅰ。在最大组合载荷条件下,建议尺寸裂纹的面板最大有效应力强度因子比临界应力强度因子小得多。因此,考虑到临界应力强度因子,加劲板是满足损伤容限约束的最佳设计。

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