Iterative solvers are widely regarded as the most efficient way to solve the very large linear systems arising from finite element models. Their memory requirements are small compared to those for direct solvers. Consequently, there is a major interest in iterative methods and particularly the preconditioning necessary to achieve rapid convergence. In this paper we present new element-based preconditioners specifically designed for linear elasticity and elasto-plastic problems. The study presented here is restricted to simple associated plasticity but should find wide application in other plasticity models used in geotechnics
In this work, prestressed elasticity problem as a model of the so-called glacial isostatic adjustmen...
Robust preconditioners on block-triangular and block-factorized form for three types of linear syste...
In this work, prestressed elasticity problem as a model of the so-called glacial isostatic adjustmen...
Iterative solvers are widely regarded as the most efficient way to solve the very large linear syste...
Iterative solvers are widely regarded as the most efficient way to solve the very large linear syste...
Iterative solvers are widely regarded as the most efficient way to solve the very large linear syste...
Iterative solvers are of increasing interest in geomechanics with the move towards 3D finite element...
Iterative solvers are of increasing interest in geomechanics with the move towards 3D finite element...
Finite element analysis of problems in structural and geotechnical engineering results in linear sy...
There is increasing interest in the use of iterative rather than direct solvers for geotechnical fin...
There is increasing interest in the use of iterative rather than direct solvers for geotechnical fin...
Large, incompressible elastic deformations are governed by a system of nonlinear partial differentia...
Large, incompressible elastic deformations are governed by a system of nonlinear partial differentia...
10.1201/b17435-18Computer Methods and Recent Advances in Geomechanics - Proceedings of the 14th Int....
This paper illustrates parallel solution of elastoplastic problems with hardening based on the TFETI...
In this work, prestressed elasticity problem as a model of the so-called glacial isostatic adjustmen...
Robust preconditioners on block-triangular and block-factorized form for three types of linear syste...
In this work, prestressed elasticity problem as a model of the so-called glacial isostatic adjustmen...
Iterative solvers are widely regarded as the most efficient way to solve the very large linear syste...
Iterative solvers are widely regarded as the most efficient way to solve the very large linear syste...
Iterative solvers are widely regarded as the most efficient way to solve the very large linear syste...
Iterative solvers are of increasing interest in geomechanics with the move towards 3D finite element...
Iterative solvers are of increasing interest in geomechanics with the move towards 3D finite element...
Finite element analysis of problems in structural and geotechnical engineering results in linear sy...
There is increasing interest in the use of iterative rather than direct solvers for geotechnical fin...
There is increasing interest in the use of iterative rather than direct solvers for geotechnical fin...
Large, incompressible elastic deformations are governed by a system of nonlinear partial differentia...
Large, incompressible elastic deformations are governed by a system of nonlinear partial differentia...
10.1201/b17435-18Computer Methods and Recent Advances in Geomechanics - Proceedings of the 14th Int....
This paper illustrates parallel solution of elastoplastic problems with hardening based on the TFETI...
In this work, prestressed elasticity problem as a model of the so-called glacial isostatic adjustmen...
Robust preconditioners on block-triangular and block-factorized form for three types of linear syste...
In this work, prestressed elasticity problem as a model of the so-called glacial isostatic adjustmen...