The Material Point Method for the analysis of deformable bodies is revisited and originally upgraded to simulate crack propagation in brittle media. In this setting, phase field modelling is introduced to resolve the crack path geometry. Following a particle in cell approach, the coupled continuum/ phase-field governing equations are defined at a set of material points and interpolated at the nodal points of an Eulerian, i.e. non-evolving, mesh. The accuracy of the simulated crack path is thus de-coupled from the quality of the underlying finite element mesh and relieved from corresponding mesh-distortion errors. A staggered incremental procedure is implemented for the solution of the discrete coupled governing equations of the phase field ...
In the phase-field description of brittle fracture, the fracture-surface area can be expressed as a ...
Numerical simulations of brittle fracture using phase-field approaches often employ a discrete appro...
Numerical simulations of brittle fracture using phase-field approaches often employ a discrete appro...
The Material Point Method for the analysis of deformable bodies is revisited and originally upgraded...
The Material Point Method for the analysis of deformable bodies is revisited and originally upgraded...
The Material Point Method for the analysis of deformable bodies is revisited and originally upgraded...
A novel phase field formulation implemented within a material point method setting is developed to a...
Fracture is one of the main failure mechanisms of materials and structural components. During the pa...
Fracture is one of the main failure mechanisms of materials and structural components. During the pa...
Fracture is one of the main failure mechanisms of materials and structural components. During the pa...
A novel phase field formulation implemented within a material point method setting is developed to a...
A novel phase field material point method is introduced for robust simulation of dynamic fracture in...
Fracture simulation has attracted attention over the last few years mainly due to its applications i...
The numerical assessment of fracture has gained importance in fields like the safety analysis of tec...
The phase-field method has been proven as a robust and computationally efficient approach to model t...
In the phase-field description of brittle fracture, the fracture-surface area can be expressed as a ...
Numerical simulations of brittle fracture using phase-field approaches often employ a discrete appro...
Numerical simulations of brittle fracture using phase-field approaches often employ a discrete appro...
The Material Point Method for the analysis of deformable bodies is revisited and originally upgraded...
The Material Point Method for the analysis of deformable bodies is revisited and originally upgraded...
The Material Point Method for the analysis of deformable bodies is revisited and originally upgraded...
A novel phase field formulation implemented within a material point method setting is developed to a...
Fracture is one of the main failure mechanisms of materials and structural components. During the pa...
Fracture is one of the main failure mechanisms of materials and structural components. During the pa...
Fracture is one of the main failure mechanisms of materials and structural components. During the pa...
A novel phase field formulation implemented within a material point method setting is developed to a...
A novel phase field material point method is introduced for robust simulation of dynamic fracture in...
Fracture simulation has attracted attention over the last few years mainly due to its applications i...
The numerical assessment of fracture has gained importance in fields like the safety analysis of tec...
The phase-field method has been proven as a robust and computationally efficient approach to model t...
In the phase-field description of brittle fracture, the fracture-surface area can be expressed as a ...
Numerical simulations of brittle fracture using phase-field approaches often employ a discrete appro...
Numerical simulations of brittle fracture using phase-field approaches often employ a discrete appro...