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A finite element model based on coupled refined high-order global-local theory for static analysis of electromechanical embedded shear-mode piezoelectric sandwich composite beams with various widths

机译:基于耦合精细高阶全局-局部理论的有限元模型用于不同宽度机电埋入剪切模式压电夹层复合梁的静力分析

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摘要

In this study, a new theory for the accurate simulation of the shear-mode behaviour of thin or thick piezoelectric sandwich composite beams is developed. The effects of transverse normal stress and transverse flexibility of layers are considered in the development of the proposed formulation. In order to increase the computational accuracy, all kinematic and stress continuity conditions are satisfied at layer interfaces. Moreover, for the first time, both the electrically induced strain components and the transverse flexibility are taken into account in the proposed formulation. Despite the fact that the number of unknown mechanical parameters in this theory is only one degree higher than the first order shear deformation theory, the accuracy is surprisingly more pronounced for the thicker beams.
机译:在这项研究中,为精确模拟薄或厚压电夹心复合材料梁的剪切模态的行为提供了新的理论。在拟议配方的开发中考虑了横向法向应力和层的横向柔韧性的影响。为了提高计算精度,在层界面处满足所有运动学和应力连续性条件。此外,在建议的配方中,首次将电感应应变分量和横向柔韧性都考虑在内。尽管该理论中未知机械参数的数量仅比一阶剪切变形理论高一个度,但对于较厚的梁,其精度令人惊讶地更为显着。

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