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Analysis of skin-stringer debonding in composite panels through a two-way global-local method

机译:通过双向全局局部方法分析复合面板中的表皮纵梁剥离

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摘要

According to various experimental results, stiffened panels under compressive loading are prone to debonding between the skin and the flange of the stringer. In this paper, a novel two-way global-local coupling approach is presented that is able to model progressive separation of the skin and stringer in stiffened CFRP panels under compression. The main goal of this methodology is to examine skin-stringer debonding at two levels of accuracy, taking advantage of the fast calculations at the global level and assessing in detail the damage propagation at the local level. First, critical areas are defined in a global model with a standard mesh, and local models with a considerably finer mesh are created by means of a submodeling technique. Secondly, a local model analysis is conducted, in which cohesive elements are applied to simulate debonding. Particularly important is the appropriate information exchange in both directions between the different steps of the coupling analysis. Averaged degraded properties are defined at the local model level and transferred back to the global level. The applied compressive load is increased and induces a progression in skin-stringer separation. The global-local coupling loops are repeated until panel failure occurs. The approach is applied to a case of a representative one-stringer stiffened panel and to a stiffened panel for which test results are available. A good correspondence with reference results and test results demonstrates the effectiveness of the global-local approach presented.
机译:根据各种实验结果,在压缩载荷下的加劲板容易在纵梁的外皮和凸缘之间脱粘。在本文中,提出了一种新颖的双向全局-局部耦合方法,该方法能够对加劲的CFRP面板在压缩状态下蒙皮和桁条的逐步分离进行建模。这种方法的主要目标是在两个精度级别上检查皮肤纵梁脱胶,利用全局级别的快速计算并详细评估局部级别的损伤传播。首先,在具有标准网格的全局模型中定义关键区域,并通过子建模技术创建具有相当精细的网格的局部模型。其次,进行局部模型分析,其中应用内聚元素模拟脱胶。尤为重要的是,在耦合分析的不同步骤之间在两个方向上进行适当的信息交换。平均降级的属性在本地模型级别定义,然后转移回全局级别。施加的压缩负荷增加,并引起皮肤纵梁分离的进展。重复全局-局部耦合循环,直到发生面板故障。该方法适用于具有代表性的单纵梁加劲板的情况以及可得到测试结果的加劲板。与参考结果和测试结果的良好对应性证明了所提出的全局局部方法的有效性。

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