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Effective spring stiffness for a periodic array of interacting coplanar penny-shaped cracks at an interface between two dissimilar isotropic materials

机译:在两种不同的各向同性材料之间的界面处相互作用的共面便士形裂纹的周期性阵列的有效弹簧刚度

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摘要

An effective spring stiffness approximation is proposed for a hexagonal array of coplanar penny shaped cracks located at the interface between two dissimilar solids. The approximation is based on the factorization of the solution on the material dissimilarity factor, the crack interaction factor and the effective spring stiffness solution for non-interacting cracks in a homogeneous material. Such factorization is exact and was validated for 2D collinear cracks between two dissimilar solids. The crack interaction factor is obtained using a recently developed model for stress intensity factors for an array of coplanar penny shaped cracks in a homogeneous material; also the material dissimilarity function recently obtained for non-interacting penny shaped crack at the interface between two dissimilar materials is employed. The obtained solution is useful for an assessment by ultrasonic measurements of the interface stiffness in bonded structures for monitoring the interfacial microdamage growth due to mechanical loading and environmental factors.
机译:提出了一种有效的弹簧刚度近似值,用于位于两个不同实体之间的界面上的共面便士形裂纹的六边形阵列。近似基于材料差异因子,裂纹相互作用因子和均质材料中非相互作用裂纹的有效弹簧刚度解的因式分解。这种分解是精确的,并已针对两个不同实体之间的二维共线裂纹进行了验证。裂纹相互作用因子是使用最近开发的应力强度因子模型获得的,该应力强度因子用于均质材料中的一系列共面便士形裂纹。还使用了最近获得的用于在两种不同材料之间的界面处的非相互作用便士形裂纹的材料不同功能。所获得的解决方案可用于通过超声测量粘合结构中界面刚度的评估来监测由于机械载荷和环境因素引起的界面微损伤的增长。

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