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Analysis of laminated adaptive plate structures using layerwise finite element models

机译:层状自适应板结构的分层有限元模型分析

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A general finite element formulation using the layerwise theory is developed for the analysis of laminated plate structures with piezoelectric layers or patches. The formulation considers small deformations and linear elastic material behaviour, and includes full electromechanical coupling. Several approximations of the primary variables in the thickness direction and different interpolation schemes in the surface directions are considered. This study illustrates the importance of the thickness approximation and provides a comparison between layerwise theories with different along the thickness direction approximations for the problem variables. The predictions of the displacement components, electrical potential, stress components and electrical displacement components are compared with three-dimensional, closed-form solutions for two benchmark problems. A very good agreement is obtained for the models using cubic approximation in the thickness direction. The accuracy of these models in the prediction of layer stresses is fully illustrated.
机译:开发了使用分层理论的通用有限元公式,用于分析具有压电层或贴片的层压板结构。该公式考虑了小的变形和线性弹性材料的性能,并包括完整的机电耦合。考虑了厚度方向上主要变量的几种近似以及表面方向上不同的插值方案。这项研究说明了厚度近似的重要性,并提供了沿层厚度方向近似的问题变量的分层理论之间的比较。将位移分量,电势,应力分量和电位移分量的预测与针对两个基准问题的三维封闭形式解决方案进行了比较。使用厚度方向上的三次逼近的模型获得了很好的一致性。这些模型在预测层应力中的准确性已得到充分说明。

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