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Moving eccentric crack in a piezoelectric strip bonded To elastic materials

机译:结合到弹性材料上的压电条中的运动偏心裂纹

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摘要

The steady-state of a propagation accentric crack in a piezoelectric ceramic strip Bonded between two elastic materials under combined anti-plane mechanical shear and in- Plane electrical loadings is considered in this paper. The analysis based o n the integral Transform approach is conducted on the permeable crack condition. Field intensity factors and Energy release rate are obtained in terms of a Fredholm integral equation of the second kind. It Is shown for this geometry that the crack propagation speed has influence on the dynamic Energy release rate. The initial crack branching angle for a PZT-5H piezoceramic structure is Predicted by the maximum energy release rate criterion.
机译:本文考虑了在组合的反平面机械剪切力和平面内电载荷作用下,两种弹性材料之间粘结的压电陶瓷条中传播偏心裂纹的稳态。基于积分变换方法的分析是在渗透裂缝条件下进行的。场强因子和能量释放率根据第二类Fredholm积分方程获得。对于这种几何形状,表明裂纹扩展速度对动态能量释放速率有影响。 PZT-5H压电陶瓷结构的初始裂纹分支角由最大能量释放速率标准预测。

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