This paper presents a backward transfer-matrix method for the elastic analysis of layered solids with an imperfect bonding at the layer interfaces. A literature review reveals that the conventional transfer-matrix method has an intrinsic fault which leads to ill-conditioned matrices for thick layers and accumulative numerical errors for a large number of layers and that there are a few publications available in the relevant literature regarding the analytical analysis of layered solids by taking into account the effects of imperfectly bonded interfaces. The backward transfer-matrix method adopted in this paper completely overcomes the ill-posedness associated with the conventional transfer-matrix method and fully retains the highest efficie...
An accurate three-dimensional (3D) elasticity solution is presented for static analysis of flat lami...
AbstractThis paper proposes a procedure to deal with n-layered inclusion based composites with imper...
This thesis is concerned with the numerical solution of several important classes of boundary value ...
A matrix technique is formulated to efficiently solve stationary two-dimensional thermo-elasticity p...
The chain pattern of certain elastic systems such as layered softs lends itself to be exploited in a...
A matrix technique is used along with the linear theory of 2D thermo-elasticity to efficiently solve...
Nonclassical transmission conditions for dissimilar elastic structures with imperfect interfaces are...
The flexibility of the bonds between the adjacent layers of multi-layered systems and their degradat...
A multidomain boundary integral formulation for the analysis of composite laminates with imperfect ...
The response of multilayered plates with imperfectly bonded interfaces and delaminations to quasi st...
A novel approach has been recently proposed by the author to study multilayered plate and shell stru...
This paper provides a general solution for a multiply-layered cylinder made of functionally graded m...
FEM-evaluation of imperfect transmission conditions has been performed for a modelling problem of an...
A better understanding of the mechanical behavior of the multi-layered structure under external load...
International audienceThis paper proposes a procedure to deal with n-layered inclusion based composi...
An accurate three-dimensional (3D) elasticity solution is presented for static analysis of flat lami...
AbstractThis paper proposes a procedure to deal with n-layered inclusion based composites with imper...
This thesis is concerned with the numerical solution of several important classes of boundary value ...
A matrix technique is formulated to efficiently solve stationary two-dimensional thermo-elasticity p...
The chain pattern of certain elastic systems such as layered softs lends itself to be exploited in a...
A matrix technique is used along with the linear theory of 2D thermo-elasticity to efficiently solve...
Nonclassical transmission conditions for dissimilar elastic structures with imperfect interfaces are...
The flexibility of the bonds between the adjacent layers of multi-layered systems and their degradat...
A multidomain boundary integral formulation for the analysis of composite laminates with imperfect ...
The response of multilayered plates with imperfectly bonded interfaces and delaminations to quasi st...
A novel approach has been recently proposed by the author to study multilayered plate and shell stru...
This paper provides a general solution for a multiply-layered cylinder made of functionally graded m...
FEM-evaluation of imperfect transmission conditions has been performed for a modelling problem of an...
A better understanding of the mechanical behavior of the multi-layered structure under external load...
International audienceThis paper proposes a procedure to deal with n-layered inclusion based composi...
An accurate three-dimensional (3D) elasticity solution is presented for static analysis of flat lami...
AbstractThis paper proposes a procedure to deal with n-layered inclusion based composites with imper...
This thesis is concerned with the numerical solution of several important classes of boundary value ...