Fracture Analysis of Multiple Cracks in Functionally Graded Piezoelectric Materials Based on Layering Method

Shuai Zhu, Hai‐Tao Liu
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Abstract

Functionally graded piezoelectric materials (FGPMs) are widely used in aerospace, military and other fields. The present paper is concerned with the stress, electric displacement and electric field strength around the multiple cracks of FGPMs subjected to mechanical field. Based on the constitutive relations, geometric relations and boundary conditions of FGPMs, the material parameters of the FGPMs are calculated by the layering method with continuous properties along the gradient direction in the model. The numerical calculation results show that the type of cracks distribution, the distance between the cracks, the crack size, the angle between the cracks are important factors in FGPMs plate. Furthermore, through the study of FGPMs under the mechanical field, the fracture parameters around the cracks can be used as a reference for the service life of FGPMs.
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基于分层法的功能梯度压电材料多裂纹断裂分析
功能梯度压电材料广泛应用于航空航天、军事等领域。本文研究了电场作用下fgpm复合裂纹周围的应力、电位移和电场强度。基于fgpm的本构关系、几何关系和边界条件,在模型中沿梯度方向采用具有连续性质的分层方法计算了fgpm的材料参数。数值计算结果表明,裂纹分布类型、裂纹间距、裂纹尺寸、裂纹夹角是影响fgpm板变形的重要因素。此外,通过对fgpm在力学场下的研究,裂纹周围的断裂参数可以作为fgpm使用寿命的参考。
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