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Dynamic crack analysis in layered piezoelectric composites under time-harmonic loading

机译:时谐载荷下层状压电复合材料的动态裂纹分析

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In this paper, time-harmonic dynamic crack analysis in two-dimensional (2D), layered and linear piezoelectric composites is presented. A frequency-domain symmetric Galerkin boundary element method (SGBEM) is developed for this purpose. The piecewise homogeneous sub-layers of the piezoelectric composites are modeled by the multi-domain BEM formulation. The frequency-domain dynamic fundamental solutions for linear piezoelectric materials are applied in the present BEM. The boundary integral equations are solved numerically by a Galerkin-method using quadratic elements. An iterative solution algorithm is implemented to consider the non-linear semi-permeable electrical crack-face boundary conditions. Numerical examples will be presented and discussed to show the influences of the location and size of the crack, the material combination of the sub-layers, the piezoelectric effect and the time-harmonic dynamic loading on the dynamic intensity factors.
机译:本文提出了二维(2D),层状和线性压电复合材料的时谐动态裂纹分析。为此,开发了一种频域对称的Galerkin边界元方法(SGBEM)。压电复合材料的分段均质子层通过多域BEM公式建模。线性压电材料的频域动态基本解决方案被应用在当前的边界元模型中。边界积分方程通过使用二次元的Galerkin方法进行数值求解。实现了一种迭代求解算法,以考虑非线性半渗透电裂纹面边界条件。将通过数值示例进行讨论,以显示裂纹的位置和大小,子层的材料组合,压电效应和时谐动态载荷对动力强度因子的影响。

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