A boundary element methodology is developed for the analysis of two-dimensional linear elastic bodies within the context of couple-stress theory. This theory is the simplest generalised continuum theory that can effectively model size effects in elastic solids. The couple-stress theory, whose origins go back to the beginning of the last century, has attracted a renewed and growing interest during recent years. The couple-stress fundamental solutions are explicitly derived and used to construct the boundary integral equations of the problem with the aid of the reciprocal theorem. A new boundary integral equation is also required to model the rotations and moments. We validate the formulation using an analytical solution from the literature
SIGLEAvailable from British Library Document Supply Centre- DSC:DX85877 / BLDSC - British Library Do...
In this paper, both singular and hypersingular fundamental solutions of plane Cosserat elasticity ar...
AbstractA new boundary elements technique for solving plane problems of linear elasticity theory is ...
AbstractBy relying on the definition of admissible boundary conditions, the principle of virtual wor...
AbstractFundamental solutions for two- and three-dimensional linear isotropic size-dependent couple ...
Summary The paper presents new analytical and numerical solutions to some problems of asymmetric ela...
AbstractBy relying on the definition of admissible boundary conditions, the principle of virtual wor...
Boundary element method has proven to have very good resolution of large stress gradients, yet its a...
The concept of couple-stress i familiar from the theory of elastic shells. It is customary to repres...
Boundary element method (BEM) has proven to have very good resolution of large stress gradients such...
Abstract: A fundamental solution for the plane problems of linear elasticity is introduced. The reci...
A finite element formulation, based on assumed stress functions, is developed for the linear elastic...
Nonlinear stress analysis (a branch of solid mechanics) is an essential feature in the design of suc...
SIGLEAvailable from British Library Document Supply Centre- DSC:DX89763 / BLDSC - British Library Do...
In this paper, a boundary element method for 2D elasticity analysis is presented. The formulations a...
SIGLEAvailable from British Library Document Supply Centre- DSC:DX85877 / BLDSC - British Library Do...
In this paper, both singular and hypersingular fundamental solutions of plane Cosserat elasticity ar...
AbstractA new boundary elements technique for solving plane problems of linear elasticity theory is ...
AbstractBy relying on the definition of admissible boundary conditions, the principle of virtual wor...
AbstractFundamental solutions for two- and three-dimensional linear isotropic size-dependent couple ...
Summary The paper presents new analytical and numerical solutions to some problems of asymmetric ela...
AbstractBy relying on the definition of admissible boundary conditions, the principle of virtual wor...
Boundary element method has proven to have very good resolution of large stress gradients, yet its a...
The concept of couple-stress i familiar from the theory of elastic shells. It is customary to repres...
Boundary element method (BEM) has proven to have very good resolution of large stress gradients such...
Abstract: A fundamental solution for the plane problems of linear elasticity is introduced. The reci...
A finite element formulation, based on assumed stress functions, is developed for the linear elastic...
Nonlinear stress analysis (a branch of solid mechanics) is an essential feature in the design of suc...
SIGLEAvailable from British Library Document Supply Centre- DSC:DX89763 / BLDSC - British Library Do...
In this paper, a boundary element method for 2D elasticity analysis is presented. The formulations a...
SIGLEAvailable from British Library Document Supply Centre- DSC:DX85877 / BLDSC - British Library Do...
In this paper, both singular and hypersingular fundamental solutions of plane Cosserat elasticity ar...
AbstractA new boundary elements technique for solving plane problems of linear elasticity theory is ...