The problem of evaluating linear elastic stress fields in the neighborhood of cracks and notches is considered. An analytical solution valid for cracked and notched components is given in general terms, according to Muskhelishvili's method based on complex stress functions. The solution is particularly useful for V-shape notches in wide and finite plates under uniform tensile loading. It will be demonstrated that some remarkable solutions of fracture mechanics and notch analysis already reported in the literature can be considered special cases of this general solution, as soon as appropriate values of the free parameters are adopted
The theoretical background of linear elastic fracture mechanics of V-notches is presented. A crack i...
By making use of the generalized plane strain hypothesis, an approximate stress field theory has bee...
Among procedures for solving linear elastic crack stress field problems the semi-inverse method usin...
The paper deals with the evaluation of linear elastic stress fields in the neighbourhood of U- and V...
Fracture mechanics is the study of the propagation of cracks in materials. In the framework of linea...
The presence of notches or cracks causes stresses to amplify in nearby regions. This phenomenon is s...
This paper provides a comprehensive evaluation of nonlinear stress fields in the neighbourhood of ou...
This paper provides a comprehensive evaluation of nonlinear stress fields in the neighbourhood of ou...
AbstractThis paper provides a comprehensive evaluation of nonlinear stress fields in the neighbourho...
This paper investigates finite width un-cracked and cracked notched plates. It extends existing empi...
This paper investigates finite width un-cracked and cracked notched plates. It extends existing empi...
The T-stress is increasingly being recognized as an important additional stress field characterizing...
An analytical solution has been proposed recently by the authors to describe, with a unified approac...
The T-stress is increasingly being recognized as an important additional stress field characterizing...
This work presents an analytical study on the stress fields induced by cracks nucleated at the tip o...
The theoretical background of linear elastic fracture mechanics of V-notches is presented. A crack i...
By making use of the generalized plane strain hypothesis, an approximate stress field theory has bee...
Among procedures for solving linear elastic crack stress field problems the semi-inverse method usin...
The paper deals with the evaluation of linear elastic stress fields in the neighbourhood of U- and V...
Fracture mechanics is the study of the propagation of cracks in materials. In the framework of linea...
The presence of notches or cracks causes stresses to amplify in nearby regions. This phenomenon is s...
This paper provides a comprehensive evaluation of nonlinear stress fields in the neighbourhood of ou...
This paper provides a comprehensive evaluation of nonlinear stress fields in the neighbourhood of ou...
AbstractThis paper provides a comprehensive evaluation of nonlinear stress fields in the neighbourho...
This paper investigates finite width un-cracked and cracked notched plates. It extends existing empi...
This paper investigates finite width un-cracked and cracked notched plates. It extends existing empi...
The T-stress is increasingly being recognized as an important additional stress field characterizing...
An analytical solution has been proposed recently by the authors to describe, with a unified approac...
The T-stress is increasingly being recognized as an important additional stress field characterizing...
This work presents an analytical study on the stress fields induced by cracks nucleated at the tip o...
The theoretical background of linear elastic fracture mechanics of V-notches is presented. A crack i...
By making use of the generalized plane strain hypothesis, an approximate stress field theory has bee...
Among procedures for solving linear elastic crack stress field problems the semi-inverse method usin...