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Isogeometric Analysis of Damage and Residual-Strength in Aerospace Composite Structures Subjected to Low-Velocity Impact

机译:低速冲击下航空复合材料结构的损伤和残余强度的等几何分析

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multi-layered shell modelling approach is developed in the framework of theIsogeometric Analysis (IGA), based on a higher-order accurate and higher-ordercontinuous Non-Uniform Rational B-Splines (NURBS), which allows us to adopt acomputationally efficient rotation-free shell formulation.The proposed model is capable of predicting the interlaminar damage modes suchas delamination, and the intralaminar damage modes such as matrix cracking due totransverse shear stress and fiber breaking. The IGA shell layers, which represent asingle lamina or a groups of lamina, are connected through cohesive interfacesgoverned by local traction-separation laws. The intralaminar elasto-plastic damageresponse and the in-plane damage modes related to tension, compression and shear,are evaluated layer by layer at the level of each ply.Two numerical examples are shown. The End-Notched Flexure (ENF) test is firstpresented as a benchmark case to validate the cohesive-interface formulation. Then, asimple low-velocity impact scenario is considered. The smoothness of the NURBSshell discretization is shown to be beneficial for the penalty formulations adopted forboth the cohesive interface and contact with the impactor. Also, due to the higheraccuracygeometry and solution representation enabled via NURBS basis functions, itis found that with the proposed IGA approach, issues that typically affect impactproblems, such as through-thickness element distortion/inversion which may causeaccuracy loss, shortening of time steps, and numerical instability/crashing of the code,are often circumvented.
机译:在框架的框架下开发了多层壳建模方法 等高线分析(IGA),基于高阶精度和高阶 连续非均匀有理B样条(NURBS),这使我们可以采用 计算有效的无旋转外壳公式。 所提出的模型能够预测层间损伤模式,例如 分层以及层内破坏模式,例如由于 横向剪切应力和纤维断裂。 IGA外壳层,代表 单个薄片或一组薄片通过内聚界面相连 受当地牵引分离法的约束。层内弹塑性损伤 响应和与拉伸,压缩和剪切有关的面内破坏模式, 在每个层的层次上逐层评估。 显示了两个数值示例。端部弯曲挠性(ENF)测试是第一个 作为验证粘合界面配方的基准案例而提出。然后, 考虑了简单的低速影响方案。 NURBS的平滑度 壳式离散化被证明对于采用以下方法的惩罚公式是有益的 内聚界面和与冲击器的接触。另外,由于精度较高 通过NURBS基本功能启用了几何和解决方案表示,它 发现采用建议的IGA方法,通常会影响影响的问题 问题,例如可能引起厚度变化的厚度过大的元素变形/反转 精度损失,时间步长缩短以及代码的数字不稳定性/崩溃, 经常被规避。

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