Add to ORKGSummary. This paper focuses on a new integration scheme for the von-Mises elastoplastic consitutive model. Based on a time continuous re-formulation of the original model a proper integration scheme which makes use of an integration factor and of exponential maps is introduced. A comparison with previous and well established algorithms, in terms of iso-error maps, shows the main optimality characteristics of the new method.
An accuracy analysis of a new class of integration algorithms for finite deformation elastoplastic c...
In this study the elasto-plastic constitutive equations are reformulated using the assumption of con...
A simplified methodology is proposed for elastoplastic calculations which holds for associative mode...
We consider three different exponential map algorithms for associative von-Mises plasticity with lin...
We consider three different exponential map algorithms for associative von-Mises plasticity with lin...
In this communication we propose a new exponential-based integration algorithm for associative von-M...
Editors M.Fremond, F.Maceri, Lecture Notes in Applied and Computational Mechanic
In this communication we propose a new exponential-based integration algorithm for associative von-M...
Purpose – The purpose of this paper is to present a new effective integration method for cyclic plas...
In this paper we propose a survey on recently studied integration methods for elasoplasitc constitut...
Limiting the discussion to an associative von-Mises plasticity model with linear kinematic and isotr...
Two second-order numerical schemes for von-Mises plasticity with a combination of linear isotropic a...
This paper presents a summary of the new semi-analytical integration method presented in [10] for vo...
A unified approach is presented for establishing exact integration of the constitutive equations in ...
A new integration algorithm for plastic deformation is derived in combination with the anisotropic H...
An accuracy analysis of a new class of integration algorithms for finite deformation elastoplastic c...
In this study the elasto-plastic constitutive equations are reformulated using the assumption of con...
A simplified methodology is proposed for elastoplastic calculations which holds for associative mode...
We consider three different exponential map algorithms for associative von-Mises plasticity with lin...
We consider three different exponential map algorithms for associative von-Mises plasticity with lin...
In this communication we propose a new exponential-based integration algorithm for associative von-M...
Editors M.Fremond, F.Maceri, Lecture Notes in Applied and Computational Mechanic
In this communication we propose a new exponential-based integration algorithm for associative von-M...
Purpose – The purpose of this paper is to present a new effective integration method for cyclic plas...
In this paper we propose a survey on recently studied integration methods for elasoplasitc constitut...
Limiting the discussion to an associative von-Mises plasticity model with linear kinematic and isotr...
Two second-order numerical schemes for von-Mises plasticity with a combination of linear isotropic a...
This paper presents a summary of the new semi-analytical integration method presented in [10] for vo...
A unified approach is presented for establishing exact integration of the constitutive equations in ...
A new integration algorithm for plastic deformation is derived in combination with the anisotropic H...
An accuracy analysis of a new class of integration algorithms for finite deformation elastoplastic c...
In this study the elasto-plastic constitutive equations are reformulated using the assumption of con...
A simplified methodology is proposed for elastoplastic calculations which holds for associative mode...