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Nonlinear free vibration analysis of composite conical shell panel with cluster of delamination in hygrothermal environment

机译:湿热环境中综合锥形壳板的非线性自由振动分析

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The nonlinear eigenvalue responses of conical composite shell structure with cluster of multiple delaminations are investigated numerically using the displacement-type finite element technique including the influence of the moisture and elevated thermal environment. The governing equation for the free vibrated structure case of the layered conical panel is obtained through a generalization of the principle of virtual displacement. The numerical solutions are obtained through a customized computer code developed via the higher order displacement field model imposing the zero stresses at the top and bottom surfaces of the laminate. The panel model has been discretized using an eight-nodded isoparametric element to maintain the desired C~0 continuity and to avoid the mathematical complexity involved in C~1-type continuity. A delamination model is developed by accounting single and cluster of delaminations. The delamination is located at centre of the laminates, either in cluster form or segregated over the lamina. The model is developed by considering the laminate is exposed to elevated moisture and temperature environment. The contribution of moisture and temperature effects on delaminated lamina is examined. The solution methodology is validated with published results. Influence of various parameters such as lamination schemes, aspect ratios, support conditions, thickness ratios, curvature ratios and material properties of the linear and nonlinear free vibration frequencies are analysed in detail and presented. The inferences from the study signify the reduction trend of fundamental frequency due to the presence of single/multi-delamination and moisture content.
机译:数值使用包括水分和升高的热环境影响的位移型有限元技术数用多种分层的锥形复合壳结构与多个分层簇的非线性特征值响应。通过虚拟位移原理的概括地获得层状锥形面板的自由振动结构壳的控制方程。通过经由高阶位移场模型开发的定制计算机代码获得数值解决方案,其施加层压板的顶部和底表面处的零应力施加零应力。面板模型已经使用八点点头的等偶像元素离散化以维持所需的C〜0连续性,并避免C〜1型连续性涉及的数学复杂性。通过计入单一和分层组开发了分层模型。分层位于层压板的中心,无论是簇形式还是在椎板上隔离。通过考虑层压材料暴露于升高的水分和温度环境,开发了该模型。检查了水分和温度效应对分层薄膜的贡献。解决方案方法验证了已发布的结果。详细地分析了各种参数,例如层叠方案,纵横比,支持条件,厚度,曲率,曲率,曲率和材料特性,并呈现了线性和非线性自由振动频率的材料特性。来自研究的推论表示由于存在单次/多分层和水分含量,引起基本频率的减少趋势。

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