Pages that link to "Item:Q851126"
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The following pages link to Justification of Paris-type fatigue laws from cohesive forces model via a variational approach (Q851126):
Displaying 16 items.
- Stress gradient effects on the nucleation and propagation of cohesive cracks (Q321663) (← links)
- A variational approach to fracture and other inelastic phenomena (Q360397) (← links)
- Study of size effects in the Dugdale model through the case of a crack in a semi-infinite plane under anti-plane shear loading (Q407625) (← links)
- Elasto-plastic analysis of critical fracture stress and fatigue fracture prediction (Q471215) (← links)
- Elastic bars with cohesive energy (Q841918) (← links)
- The variational approach to fracture (Q930414) (← links)
- Insensitivity to small defects of the rupture of materials governed by the Dugdale model (Q1018461) (← links)
- Dynamic fracture: An example of convergence towards a discontinuous quasistatic solution (Q1018477) (← links)
- Construction of fatigue distribution in a model of cohesive forces: the case of mode III fractures (Q1033167) (← links)
- A simple model to obtain the Paris' law (Q1261209) (← links)
- Propagation of a Dugdale crack at the edge of a half plane (Q1655432) (← links)
- Application of the Dugdale model to a mixed mode loading of a semi infinite cracked structure (Q1657676) (← links)
- Static and fatigue failure of quasi-brittle materials at a V-notch using a Dugdale model (Q2034257) (← links)
- A framework to model the fatigue behavior of brittle materials based on a variational phase-field approach (Q2176915) (← links)
- Bond decay at bar-concrete interface under variable fatigue loads (Q2432822) (← links)
- Quasi-static evolution for fatigue debonding (Q5458118) (← links)
