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Extended layerwise method for laminated piezoelectric and composite plates with delaminations, cracks or debonding of a piezoelectric patch

机译:压电片的分层,裂纹或脱粘的压电和复合板层压扩展方法

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摘要

Extended layerwise method (XLWM) is applied to the static analysis problems of laminated piezoelectric plates and laminated composite plates with a piezoelectric patch in this paper. A piezoelectric XLWM is first developed for the laminated piezoelectric plates with multiple delaminations and transverse cracks. The discontinuities of displacements and electric potential resulted from delamination are described in the assumptions along the thickness direction. In the in-plane displacement and electric potential fields, the transverse cracks are modeled by using the extended finite element method (XFEM). The coupled electromechanical variational principle is employed to derive the Euler equations, boundary conditions and finite element formulations. And then, this piezoelectric XLWM is employed to establish a coupling analysis model for the damaged laminated composite plates with a piezoelectric patch. The damaged composite plate is discretized by the XLWM as well, so the surface displacement freedoms are included into the governing equations of composite plate and piezoelectric patch. The displacement continuity and internal force equilibrium conditions at the interface of the laminated composite plate and piezoelectric patch are considered in the final governing equations.
机译:本文将扩展分层法(XLWM)应用于层合压电板和带压电贴片的层合复合板的静力分析问题。首先开发了压电XLWM,用于具有多个分层和横向裂纹的层压压电板。沿厚度方向的假设描述了分层引起的位移和电势的不连续性。在平面内位移和电势场中,使用扩展有限元方法(XFEM)对横向裂纹进行建模。耦合机电变分原理用于推导欧拉方程,边界条件和有限元公式。然后,该压电XLWM被用于建立带有压电贴片的受损层压复合板的耦合分析模型。损坏的复合板也通过XLWM离散化,因此表面位移自由度包含在复合板和压电贴片的控制方程中。在最终控制方程中考虑了层压复合板与压电贴片之间的位移连续性和内力平衡条件。

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