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THE BUCKLING RESPONSE OF TAPERED COMPOSITEPLATES BASED ON THIRD-ORDER THEORY

机译:基于三阶理论的锥形复合材料的屈曲响应

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Tapered laminated structures have received significant attention from researchers for creatingconsiderable weight savings in engineering applications. Due to the variety of tapered compositeplates and the complexity of the analysis, no closed form analytical solution is available based onthird-order theory regarding their response to compressive loading. Therefore in the presentwork, the Ritz method is used for the global buckling analysis considering uniaxial compressiveload. The buckling loads obtained using Ritz method are also compared with the existinganalytical results. The strength characteristics and load carrying ability of the tapered plates areinvestigated considering two types of (local) failure: first-ply failure and delamination failure.Based on the above mentioned analyses, the critical sizes and parameters of the tapered platesthat will not fail before global buckling are determined. Finally, a parametric study is carried out.
机译:锥形层压结构已从研究人员创造的研究人员获得了重大关注 在工程应用中节省了相当大的节省。由于各种锥形复合材料 板材和分析的复杂性,没有封闭的形式分析解决方案可供选择 三阶理论有关抗压负荷响应的第三阶理论。因此在现在 工作,考虑单轴压缩,RITZ方法用于全球屈曲分析 加载。使用RITZ方法获得的屈曲载荷也与现有的相比 分析结果。锥形板的强度特性和承载能力是 考虑到两种类型的(本地)失败:第一层衰竭和分层失效。 基于上述分析,锥形板的临界尺寸和参数 在全球屈曲之前不会失败。最后,进行了参数研究。

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