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Bi-directional functionally graded thin-walled non-prismatic Euler beams of generic open/closed cross section Part Ⅱ: Static, stability and free vibration studies

机译:通用开放/闭合截面的双向功能梯度薄壁非棱镜欧拉梁第二部分:静,稳定性和自由振动研究

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摘要

In the current study, deflections, buckling loads, natural frequencies and the corresponding mode shapes and forms for BDFG thin-walled tapered beams of generic open/closed/open-closed sections are examined using the finite element method. A tapered thin-walled beam finite element with the seven degrees of freedom at each node is investigated. A rigorous expression for strains based on the membrane theory of shells is considered. The flexural stiffness matrix, geometric stiffness matrix and the consistent mass matrices are developed in a companion paper. Using the present theory, one is able to investigate various torsional, flexural static and dynamic systems. Examples are presented and comparisons are made with the existing available literature. With the modifications of axial, coupled and bending rigidities one will be able to investigate composite beams with fibre reinforced composite laminates.
机译:在当前的研究中,使用有限元方法检查了通用开放/封闭/开放-封闭截面的BDFG薄壁锥形梁的挠度,屈曲载荷,固有频率以及相应的模式形状和形式。研究了在每个节点处具有七个自由度的锥形薄壁梁有限元。考虑了基于壳膜理论的菌株的严格表达。随同的论文开发了抗弯刚度矩阵,几何刚度矩阵和一致的质量矩阵。使用本理论,人们能够研究各种扭转,挠曲静态和动态系统。给出了示例,并与现有文献进行了比较。通过改变轴向,耦合和弯曲刚度,人们将能够研究具有纤维增强复合材料层压板的复合梁。

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