李艳松, 冯文杰, 王洪军. 加层压电层硬币型裂纹断裂分析[J]. 工程力学, 2006, 23(12): 53-58.
引用本文: 李艳松, 冯文杰, 王洪军. 加层压电层硬币型裂纹断裂分析[J]. 工程力学, 2006, 23(12): 53-58.
LI Yan-song, FENG Wen-jie, WANG Hong-jun. FRACTURE ANALYSIS OF A PENNY-SHAPED CRACK IN A PIEZOELECTRIC LAYER BONDED TO AN ELASTIC LAYER[J]. Engineering Mechanics, 2006, 23(12): 53-58.
Citation: LI Yan-song, FENG Wen-jie, WANG Hong-jun. FRACTURE ANALYSIS OF A PENNY-SHAPED CRACK IN A PIEZOELECTRIC LAYER BONDED TO AN ELASTIC LAYER[J]. Engineering Mechanics, 2006, 23(12): 53-58.

加层压电层硬币型裂纹断裂分析

FRACTURE ANALYSIS OF A PENNY-SHAPED CRACK IN A PIEZOELECTRIC LAYER BONDED TO AN ELASTIC LAYER

  • 摘要: 研究粘接着弹性层的压电层内硬币型裂纹的断裂问题。压电层与弹性层均为横观各向同性材料,r轴方向无限长,z轴方向有限厚度。压电层沿z轴方向极化。考虑电不导通裂纹表面条件,利用Hankel积分变换将问题化为求解积分方程组,导出了场强度因子与能量释放率的表达式。给出了数值计算结果,并分析了弹性层厚度对场强度因子与能量释放率的影响。

     

    Abstract: A systematic study was performed for a piezoelectric layer with a central penny-shaped crack bonded to an elastic layer. Both the piezoelectric and elastic layers are made of transversely isotropic materials, are infinite along the r-axis, and have finite thickness in the z-direction. The polarization direction of piezoelectric material is along the z-axis. Electrically impermeable crack assumption is adopted. Hankel transform technique was used to transform the problem into a system of integral equations. The field intensity factors and energy release rate were derived and calculated. Numerical results were presented graphically. The influence of thickness of elastic layer on field intensity factors and energy release rate was investigated.

     

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