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Assessment of a layerwise mixed least-squares model for analysis of multilayered piezoelectric composite plates

机译:用于多层压电复合板分析的分层混合最小二乘模型的评估

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摘要

A layerwise mixed finite element model is developed based on the least-squares formulation for the coupled electromechanical static analysis of multilayered plates with piezoelectric and composite layers. The model assumes a layerwise variable description for displacements, transverse stresses and in-plane strains, along with the electrostatic potential, transverse electric displacement and in-plane electric field components, taken as independent variables. This original choice for the layerwise mixed formulation is intended to ensure the a priori and complete fulfilment of the interlaminar C~0 continuity of both mechanical and electrical variables, which is due to compatibility and equilibrium conditions. Numerical applications are shown for assessment of the model predictive capabilities by comparison with available exact three-dimensional solutions, considering multilayered piezoelectric composite plates of various side-to-thickness ratios, under an applied load or surface potential.
机译:基于最小二乘公式,建立了一种分层混合有限元模型,用于压电层和复合层多层板的耦合机电静力分析。该模型假设对位移、横向应力和面内应变以及静电势、横向电位移和面内电场分量进行分层变量描述,并将其作为自变量。这种分层混合配方的原始选择旨在确保机械和电气变量的层间 C~0 连续性的先验和完全实现,这是由于相容性和平衡条件造成的。通过与可用的精确三维解决方案进行比较,在施加载荷或表面电位下考虑各种边厚比的多层压电复合板,显示了数值应用,以评估模型预测能力。

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