In this book the real analytic solutions for the “Disc with Circular Inclusion” under normal- and shear force at plane-strain state (EVZ) are presented. The associated solution process, which was developed according to the principle of statically indeterminate systems, is documented extensively. The solutions are given in terms of mechanical quantities (deformations, strains and stresses). Due to the superposition of the solutions for normal force in x- and y-direction and shear force the plane strain-stress relation can be formulated. The validation of the real analytic solutions is carried out by numeric FEM solution results. Comparing the results of the finite and infinite disc there is, however, a very high correspondence of all mechani...
In this paper, we analyse three commonly discussed `flaws' of linearized elasticity theory and attem...
The linear equations of elasticity form a set of coupled partial differential equations that are ele...
This work proposes a novel strategy to render mixed boundary conditions on circular linear elastic h...
An inclusion generates a stress concentration and it plays a crucial role both damage evolution and ...
A solution to the 2-D problem of a rigid circular inclusion squeezed by two semi-infinite elastic pl...
Within the framework of the linear theory of elasticity, the analytical equations for the components...
AbstractAn analytic solution is presented for stresses induced in an elastic and isotropic disk by a...
An analytic solution is presented for stresses induced in an elastic and isotropic disk by an eccent...
An analytic solution is presented for stresses induced in an elastic and isotropic disk by an eccent...
Analytical methods are used to study nonlinear deformation of a plane with an elliptical inclusion....
An analytic solution to a particular boundary value problem in linear elasticity is presented. The ...
In this paper, we give the elastic solution for a special type of microstructure - a circular cylind...
The uniqueness and mathematical stability of the Dirichlet boundary value problem of linear elastost...
The uniqueness and mathematical stability of the Dirichlet boundary value problem of linear elastost...
In this paper, we analyse three commonly discussed `flaws' of linearized elasticity theory and attem...
In this paper, we analyse three commonly discussed `flaws' of linearized elasticity theory and attem...
The linear equations of elasticity form a set of coupled partial differential equations that are ele...
This work proposes a novel strategy to render mixed boundary conditions on circular linear elastic h...
An inclusion generates a stress concentration and it plays a crucial role both damage evolution and ...
A solution to the 2-D problem of a rigid circular inclusion squeezed by two semi-infinite elastic pl...
Within the framework of the linear theory of elasticity, the analytical equations for the components...
AbstractAn analytic solution is presented for stresses induced in an elastic and isotropic disk by a...
An analytic solution is presented for stresses induced in an elastic and isotropic disk by an eccent...
An analytic solution is presented for stresses induced in an elastic and isotropic disk by an eccent...
Analytical methods are used to study nonlinear deformation of a plane with an elliptical inclusion....
An analytic solution to a particular boundary value problem in linear elasticity is presented. The ...
In this paper, we give the elastic solution for a special type of microstructure - a circular cylind...
The uniqueness and mathematical stability of the Dirichlet boundary value problem of linear elastost...
The uniqueness and mathematical stability of the Dirichlet boundary value problem of linear elastost...
In this paper, we analyse three commonly discussed `flaws' of linearized elasticity theory and attem...
In this paper, we analyse three commonly discussed `flaws' of linearized elasticity theory and attem...
The linear equations of elasticity form a set of coupled partial differential equations that are ele...
This work proposes a novel strategy to render mixed boundary conditions on circular linear elastic h...