摘要
The complex potentials method is used to develop a solution for ascrew dislocation interacting with an elliptical piezoelectricinhomogeneity in piezoelectric materials under remote non-uniformantiplane shear- and non-uniform inplane electric field. Thetheoretical analysis result is formulated via the conformal mappingand Laurent series expansion in the transformed plane by usingcomplex variable method. The general expression of the Complexvariables is dirived explicitly in both the elliptical inhomogeneityand the surrounding matrix.
The complex potentials method is used to develop a solution for ascrew dislocation interacting with an elliptical piezoelectricinhomogeneity in piezoelectric materials under remote non-uniformantiplane shear- and non-uniform inplane electric field. Thetheoretical analysis result is formulated via the conformal mappingand Laurent series expansion in the transformed plane by usingcomplex variable method. The general expression of the Complexvariables is dirived explicitly in both the elliptical inhomogeneityand the surrounding matrix.
