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DEVELOPMENT OF FINITE ELEMENT MODELING FOR PREDICTING BUCKLING OF A RUBBER-CORE SANDWICH COMPOSITE PANEL

机译:预测橡胶芯夹芯复合板屈曲的有限元模型开发

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Finite element and material models were developed to describe the elastic instability of afiberglass–rubber sandwich composite. The analysis was verified with full-scale testing of twogroups of arched panels with different rubber core materials. The finite element model consistedof solid elements for the rubber core and shell elements to represent the fiberglass skins. Anaccurate description of the nonlinear behavior of the rubber core materials at low strains (<5%)was found to be an important factor in achieving good agreement between analysis andexperiment. This was implemented in Abaqus? software using the hypo-elastic material model.A shell-only representation, which satisfactorily reproduced membrane-dominated behavior,significantly overestimated critical buckling pressures. The buckling pressures predicted by thepresented analyses were 148±7 and 323±24 kPa (21.5±1.0 and 46.8±3.5 psi) for the two groupsof panels. These agreed well with the experimentally measured values of 147±2 and 317±7 kPa(21.3±0.3 and 46.0±1.0 psi), respectively.
机译:开发了有限元和材料模型来描述结构的弹性不稳定性。 玻璃纤维-橡胶夹芯复合材料。该分析已通过两项的全面测试得到验证 多组具有不同橡胶芯材料的拱形面板。有限元模型由 橡胶芯和壳元素的实体元素代表玻璃纤维蒙皮。一个 橡胶芯材料在低应变(<5%)下的非线性行为的准确描述 被发现是在分析与分析之间达成良好协议的重要因素 实验。这是在Abaqus中实现的吗?软件使用次弹性材料模型。 仅壳表示,可以令人满意地重现膜主导的行为, 大大高估了临界屈曲压力。预测的屈曲压力 两组的分析分别为148±7和323±24 kPa(21.5±1.0和46.8±3.5 psi) 面板。这些与147±2和317±7 kPa的实验测量值非常吻合 (21.3±0.3和46.0±1.0 psi)。

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