On the determination of the quasi-static evolution of brittle plane cracks via stationarity principle

Cites Work

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A computational framework of three-dimensional configurational-force-driven brittle crack propagation
The variational approach to fracture
On the \(J_{x_1}\)-integral and the out-of-plane constraint in a 3D elastic cracked plate loaded in tension
Interpretation of the Rice integral in continuum mechanics
An incremental approach to the solution of snapping and buckling problems
Numerical simulations of fast crack growth in brittle solids
Configurational forces and the basic laws for crack propagation.
A domain-independent integral expression for the crack extension force of a curved crack in three dimensions.
Contact, adhesion and rupture of elastic solids
Fracture propagation in brittle materials as a standard dissipative process: general theorems and crack tracking algorithms
Energy consistent framework for continuously evolving 3D crack propagation
3D fatigue crack propagation: Experimental studies
Three-dimensional brittle fracture: configurational-force-driven crack propagation
Thermodynamically consistent phase-field models of fracture: Variational principles and multi-field FE implementations
First-Order Variation in Elastic Fields Due to Variation in Location of a Planar Crack Front
Sur une Interprétation Mathématique de l'Intégrale de Rice en Théorie de la Rupture Fragile
A FINITE ELEMENT TECHNIQUE TO SIMULATE THE STABLE SHAPE EVOLUTION OF PLANAR CRACKS WITH AN APPLICATION TO A SEMI-ELLIPTICAL SURFACE CRACK IN A BIMATERIAL FINITE SOLID
VI. The phenomena of rupture and flow in solids
Application of material forces to hyperelastostatic fracture mechanics. II: Computational setting.

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