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A full compatible three-dimensional elasticity element for buckling analysis of FGM rectangular plates subjected to various combinations of biaxial normal and shear loads

机译:完全兼容的三维弹性元件,用于FGM矩形板在双轴法向和剪切载荷的各种组合作用下的屈曲分析

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摘要

In the present paper, a three-dimensional elasticity approach is employed to investigate buckling of heterogeneous functionally graded plates under biaxial compression, shear, tension-compression, and shear-compression load conditions. In this regard, a formulation that employs a full compatible three-dimensional Hermitian element with 168 degrees of freedom and guarantees continuity of the strain and stress components is used. It is known that all of the available famous commercial finite element softwares and the proposed series solutions satisfy continuity conditions of the displacement rather than the stress components. Buckling occurrence is detected based on checking both the instability onset and equilibrium criteria. Results are extracted based on a Galerkin-type orthogonality. Therefore, they are more accurate than those obtained based on the traditional Ritz method. The presented three-dimensional finite element analysis and the extracted results are quite new. A vast variety of results including results of biaxial compression, compression-tension, shear, and shear-compression load cases is considered and discussed in detail.
机译:在本文中,采用三维弹性方法来研究异质功能梯度板在双轴压缩,剪切,拉伸压缩和剪切压缩载荷条件下的屈曲。在这方面,使用了采用具有168个自由度的完全兼容的三维Hermitian元素并确保应变和应力分量连续的配方。众所周知,所有可用的著名商业有限元软件和所提出的级数解都满足位移的连续性条件,而不是满足应力分量。通过检查不稳定性开始和​​平衡标准来检测屈曲的发生。基于Galerkin型正交性提取结果。因此,它们比基于传统Ritz方法获得的结果更准确。提出的三维有限元分析和提取的结果是相当新的。考虑并详细讨论了各种结果,包括双轴压缩,压缩张力,剪切和剪切压缩载荷工况的结果。

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