This paper presents an analytical method based on the principle of continuous distribution of dislocation to model curved cracks in solids of arbitrarily shaped finite geometries. Both the boundary of the finite body and the curved crack are modelled by distributed dislocation. In this method the influence function of the dislocation along the finite body boundary is reduced to a product of the Hilbert kernel with a normal function. Similarly the influence function for the curved cracks is reduced to the product of Cauchy kernel and a normal function. This approach results in a system of singular integral equations. Using the order decreasing method, the system is reduced to normal integral equations, which are solved numerically. Stress in...
AbstractThe stress field is obtained in an isotropic elastic layer containing an edge dislocation. T...
This paper presents a two-dimensional model for the analysis of interaction between surface and inte...
This paper presents a two-dimensional model for the analysis of interaction between surface and inte...
This paper presents an analytical method based on the principle of continuous distribution of disloc...
A finite element methodology for analysing propagating cracks of arbitrary three-dimensional geometr...
Ahatraet-This paper presents a Boundary Integral Equation Method (BIEM) for an arbitrarily shaped, l...
In this paper, the continuously distributed dislocation model method is applied and the crack proble...
In this paper, the continuously distributed dislocation model method is applied and the crack proble...
AbstractThe method of continuously distributed dislocations model is applied to the problem of rapid...
Articulo de publicacion SCOPUSOn using Noll’s theory of materially uniform but inhomogeneous bodies,...
Artículo de publicación ISIOn using Noll's theory of materially uniform but inhomogeneous bodies, a ...
Artículo de publicación ISIOn using Noll's theory of materially uniform but inhomogeneous bodies, a ...
AbstractThe mode III fracture analysis of graded cracked plane in the framework of classical and str...
The mode III fracture analysis of graded cracked plane in the framework of classical and strain grad...
The mode III fracture analysis of graded cracked plane in the framework of classical and strain grad...
AbstractThe stress field is obtained in an isotropic elastic layer containing an edge dislocation. T...
This paper presents a two-dimensional model for the analysis of interaction between surface and inte...
This paper presents a two-dimensional model for the analysis of interaction between surface and inte...
This paper presents an analytical method based on the principle of continuous distribution of disloc...
A finite element methodology for analysing propagating cracks of arbitrary three-dimensional geometr...
Ahatraet-This paper presents a Boundary Integral Equation Method (BIEM) for an arbitrarily shaped, l...
In this paper, the continuously distributed dislocation model method is applied and the crack proble...
In this paper, the continuously distributed dislocation model method is applied and the crack proble...
AbstractThe method of continuously distributed dislocations model is applied to the problem of rapid...
Articulo de publicacion SCOPUSOn using Noll’s theory of materially uniform but inhomogeneous bodies,...
Artículo de publicación ISIOn using Noll's theory of materially uniform but inhomogeneous bodies, a ...
Artículo de publicación ISIOn using Noll's theory of materially uniform but inhomogeneous bodies, a ...
AbstractThe mode III fracture analysis of graded cracked plane in the framework of classical and str...
The mode III fracture analysis of graded cracked plane in the framework of classical and strain grad...
The mode III fracture analysis of graded cracked plane in the framework of classical and strain grad...
AbstractThe stress field is obtained in an isotropic elastic layer containing an edge dislocation. T...
This paper presents a two-dimensional model for the analysis of interaction between surface and inte...
This paper presents a two-dimensional model for the analysis of interaction between surface and inte...