A version of the Particle Finite Element Method applicable to geomechanics applications is presented. A simple rigid-plastic material model is adopted and the governing equations are cast in terms of a variational principle which facilitates a straightforward solution via mathematical programming techniques. In addition, frictional contact between rigid and deformable solids is accounted for using an approach previously developed for discrete element simulations. The capabilities of the scheme is demonstrated on a range of quasi-static and dynamic problems involving very large deformations
Traditionally, discrete element (DE) method and finite element (FE) method are used in numerical sim...
The paper presents total-stress numerical analyses of large-displacement soil-structure interac...
Summary. A numerical model, based on a rate-dependent constitutive model, via a flow formulation, an...
Despite their ubiquity, the simulation of granular materials poses a continuing challenge in computa...
Research Doctorate - Doctor of Philosophy (PhD)Despite the wide application of the finite element me...
The possibilities of the Particle Finite Element Method (PFEM) for modelling geotechnical problems a...
The paper presents total-stress numerical analyses of large-displacement soil-structure interaction ...
The paper presents total-stress numerical analyses of large-displacement soil-structure interaction ...
The possibilities of the Particle Finite Element Method (PFEM) for modelling geotechnical problems a...
The possibilities of the Particle Finite Element Method (PFEM) for modelling geotechnical problems a...
The paper presents total-stress numerical analyses of large-displacement soil-structure interaction ...
Traditionally, discrete element (DE) method and finite element (FE) method are used in numerical sim...
Traditionally, discrete element (DE) method and finite element (FE) method are used in numerical sim...
This work develops a numerical technique in which the Particle Finite Element method is applied to s...
Traditionally, discrete element (DE) method and finite element (FE) method are used in numerical sim...
Traditionally, discrete element (DE) method and finite element (FE) method are used in numerical sim...
The paper presents total-stress numerical analyses of large-displacement soil-structure interac...
Summary. A numerical model, based on a rate-dependent constitutive model, via a flow formulation, an...
Despite their ubiquity, the simulation of granular materials poses a continuing challenge in computa...
Research Doctorate - Doctor of Philosophy (PhD)Despite the wide application of the finite element me...
The possibilities of the Particle Finite Element Method (PFEM) for modelling geotechnical problems a...
The paper presents total-stress numerical analyses of large-displacement soil-structure interaction ...
The paper presents total-stress numerical analyses of large-displacement soil-structure interaction ...
The possibilities of the Particle Finite Element Method (PFEM) for modelling geotechnical problems a...
The possibilities of the Particle Finite Element Method (PFEM) for modelling geotechnical problems a...
The paper presents total-stress numerical analyses of large-displacement soil-structure interaction ...
Traditionally, discrete element (DE) method and finite element (FE) method are used in numerical sim...
Traditionally, discrete element (DE) method and finite element (FE) method are used in numerical sim...
This work develops a numerical technique in which the Particle Finite Element method is applied to s...
Traditionally, discrete element (DE) method and finite element (FE) method are used in numerical sim...
Traditionally, discrete element (DE) method and finite element (FE) method are used in numerical sim...
The paper presents total-stress numerical analyses of large-displacement soil-structure interac...
Summary. A numerical model, based on a rate-dependent constitutive model, via a flow formulation, an...