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Antiplane deformation of a partially bonded elliptical inclusion
(1997)
A new method that introduces two holomorphic potential functions (the two-phase potentials) is applied to analyze the antiplane deformation of an elliptical inhomogeneity partially-bonded to an infinite matrix. Elastic ...
A simple finite element model for the geometrically nonlinear analysis of thin shells
(1999)
A triangular flat finite element for the analysis of thin shells which undergo large displacements is proposed. It is: based upon the geometrically nonlinear theory of von Karman for thin plates and the total Lagrangian ...
Nonplanar interfacial cracks in anisotropic bimaterials
(1999)
This paper presents a general approach for the two-dimensional elastic problem of a crack lying along an elliptical interface seperating two dissimilar anisotropic materials. The analysis is based upon the use of the ...
Inplane deformation of a circular inhomogeneity with imperfect interface
(1998)
The plane elastic problem of a circular inhomogeneity with an imperfect interface of spring-constant-type is reduced to the solution of a Somigliana dislocation problem, when the solution for the corresponding problem with ...
Two-phase potentials in the analysis of smart composites having piezoelectrical components
(1998)
The piezoelectric smart composite material consisting of two discrete phases of hexagonal piezoelectric crystals is subjected to mechanical and electric loads causing out-of-plane displacement and in-plane electric field. ...
Two-phase potentials in anisotropic elasticity: antiplane deformation
(1998)
Based upon the Lekhnitskii-Eshelby approach of two-dimensional anisotropic elasticity, it is shown that only one holomorphic function can fully describe the antiplane deformation of a composite consisting of two discrete ...