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Dynamic instability of laminated sandwich plates using an efficient finite element model

机译:使用有效有限元模型的层合夹心板的动态不稳定性

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摘要

For the first time, the dynamic instability of laminated sandwich plates subjected to in-plane edge loading is studied using an efficient finite element plate model, which is developed recently by the authors. The plate model is based on a refined higher order shear deformation plate theory. In this theory, the transverse shear stresses are continuous at the layer interfaces with stress free conditions at plate top and bottom surfaces. It is interesting to note that the plate model having all these refined features requires unknowns at the reference plane only. However, this theory requires C~1 continuity of transverse displacement at the element edges, which is difficult to satisfy arbitrarily in any existing finite element. To deal with this, a new triangular element developed by the authors is used in the present paper.
机译:作者首次使用有效的有限元板模型研究了层状夹层板在平面边缘载荷下的动态不稳定性。板模型基于改进的高阶剪切变形板理论。在该理论中,横向剪切应力在层界面处是连续的,且在板的顶部和底部表面无应力。有趣的是,具有所有这些改进特征的平板模型仅需要参考平面上的未知数。但是,该理论要求单元边缘处的横向位移具有C〜1连续性,这在任何现有的有限元中都很难任意满足。为了解决这个问题,本文使用了由作者开发的新的三角形元素。

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