The theory of higher order weight functions for linear elastic plane problems
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Cited by (35)
Linear and Nonlinear Fracture Mechanics
2023, Comprehensive Structural IntegrityWeight functions for stress intensity factor and T-stress derived for an inclined edge crack in a finite width plate
2022, International Journal of FatigueA review of T-stress and its effects in fracture mechanics
2015, Engineering Fracture MechanicsCitation Excerpt :The calculated T-stresses’ signs were in agreement with the crack path stability of the Cotterell and Rice [3] theory for small cracks. The weight function technique was also used to calculate the higher order terms along with the T-stress for an edge crack in a finite plate [126], and for cracked specimens [127–129] using the variational principle. Sham’s FEM [129] utilized the traction and displacement boundaries, and permitted the Bueckner-Rice weight functions and second order weight functions for the elastic T-stress term to be determined in one single run.
The elastic T-stress for slightly curved or kinked cracks
2010, International Journal of Solids and StructuresT-stress evaluation for slightly curved crack using perturbation method
2008, International Journal of Solids and StructuresT-stress of cracks loaded by near-tip tractions
2006, Engineering Fracture Mechanics
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