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Imperfection sensitivity of the post-buckling characteristics of functionally gradient plates using higher-order shear and normal deformation theory

机译:使用高阶剪切和正常变形理论,功能梯度板后屈曲特性的缺陷敏感性

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摘要

The aim of the present paper is to investigate the post-buckling responses of geometrically imperfect gradient plate using hybrid deformation plate theory (HHDT). This theory is accountable for realistic transverse shear distribution along with thickness stretching effect. The geometric imperfection is incorporated using various imperfection functions in the transverse direction only. Parametric studies have been carried out to present new results using finite element method with C° continuous element. The consequences of geometric nonlinearity, various geometric imperfection, and geometric configuration on the Post-buckling characteristics of FGM plate is investigated.
机译:本文的目的是使用混合变形板理论(HHDT)来研究几何不完美梯度板的后屈曲响应。该理论对现实的横剪分布以及厚度拉伸效果负责。几何缺陷仅在横向上使用各种缺陷函数结合在一起。已经进行了参数研究,以使用具有C°连续元件的有限元法的新结果。研究了几何非线性,各种几何缺陷和几何配置对FGM板的后屈曲特性的后果。

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