Crack kinking in a piezoelectric solid
โ Scribed by Ting Zhu; Wei Yang
- Publisher
- Elsevier Science
- Year
- 1999
- Tongue
- English
- Weight
- 348 KB
- Volume
- 36
- Category
- Article
- ISSN
- 0020-7683
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โฆ Synopsis
The intrinsic coupling between the mechanical and the electric _elds assigns a unique feature for the fracture in a piezoelectric solid[ We model the kink of a crack by continuous distribution of edge dislocations and electric dipoles[ The problem admits an approach based on the Stroh formalism[ A set of coupled singular integral equations are derived for the dislocation and electric dipole density functions associated with a kinked crack[ Numerical results indicate that the crack tends to propagate in a straight line under a tensile stress and a positive electric _eld[ For a crack subjected to the mixed mode mechanical loading\ a superimposed positive electric _eld tends to reduce the kink angle[ The in~uence of the non!singular T! stress!charge parallel to a crack is also investigated[ It is shown that a transverse tensile stress or a positive transverse electric _eld will lead to further deviation of the kinked crack from the crack extension line[
๐ SIMILAR VOLUMES
The problem of the deformation of a homogeneous, elastic, anisotropic body with a rectilinear edge cut having a small kink r, of fairly arbitrary shape is analysed. The asymptotic solution of this problem in the case of small values of the dimensionless parameter 7, characterizing the kink size is c
A method is presented to analyze elastodynamic stress intensity factors at the tip of a branch which emanates at velocity v and under an angle r~r from the tip of a semi-infinite crack, when the faces of the semi-infinite crack are subjected to impulsive normal pressures. By taking advantage of self