The subject of the paper are Green’s functions for the stress intensity factors of modes I, II and III. Green’s functions are defined as a solution to the problem of an elastic, transversely isotropic solid with a penny-shaped or an external crack under general axisymmetric loadings acting along a circumference on the plane parallel to the crack plane. Exact solutions are presented in a closed form for the stress intensity factors under each type of axisymmetric ring forces as fundamental solutions. Numerical examples are employed and conclusions which can be utilized in engineering practice are formulated
This paper presents the solution for the crack tip stress intensity factors of a system of coaxial a...
In this paper, a singular integral equation method is applied to calculate the stress intensity fact...
In this paper, a singular integral equation method is applied to calculate the stress intensity fact...
This elaboration considers the crack problems for infinite thermoelastic solids subjected to steady ...
A closed form solution of an axisymmetric problem is obtained when an interior surface concentrated ...
A closed form solution of an axisymmetric problem is obtained when an interior surface concentrated ...
A solution is derived of the equations of equilibrium appropriate to the axisymmetric loading on the...
An infinite isotropic elastic solid weakened by a penny shaped crack is considered. The penny shaped...
An expression is developed for the stress intensity factor of a penny-shaped crack in an infinite el...
In this paper the fundamental eigenstrain solutions are derived for axisymmetric crack problems. The...
In this paper the fundamental eigenstrain solutions are derived for axisymmetric crack problems. The...
In this paper the fundamental eigenstrain solutions are derived for axisymmetric crack problems. The...
[[abstract]]Crack problems in transversely Isotropic solids are reexamined from a new point of view....
In this study the elastostatic axisymmetric problem for a long thick-walled transversely anisotropic...
This paper presents the solution for the crack tip stress intensity factors of a system of coaxial a...
This paper presents the solution for the crack tip stress intensity factors of a system of coaxial a...
In this paper, a singular integral equation method is applied to calculate the stress intensity fact...
In this paper, a singular integral equation method is applied to calculate the stress intensity fact...
This elaboration considers the crack problems for infinite thermoelastic solids subjected to steady ...
A closed form solution of an axisymmetric problem is obtained when an interior surface concentrated ...
A closed form solution of an axisymmetric problem is obtained when an interior surface concentrated ...
A solution is derived of the equations of equilibrium appropriate to the axisymmetric loading on the...
An infinite isotropic elastic solid weakened by a penny shaped crack is considered. The penny shaped...
An expression is developed for the stress intensity factor of a penny-shaped crack in an infinite el...
In this paper the fundamental eigenstrain solutions are derived for axisymmetric crack problems. The...
In this paper the fundamental eigenstrain solutions are derived for axisymmetric crack problems. The...
In this paper the fundamental eigenstrain solutions are derived for axisymmetric crack problems. The...
[[abstract]]Crack problems in transversely Isotropic solids are reexamined from a new point of view....
In this study the elastostatic axisymmetric problem for a long thick-walled transversely anisotropic...
This paper presents the solution for the crack tip stress intensity factors of a system of coaxial a...
This paper presents the solution for the crack tip stress intensity factors of a system of coaxial a...
In this paper, a singular integral equation method is applied to calculate the stress intensity fact...
In this paper, a singular integral equation method is applied to calculate the stress intensity fact...