第24回応用力学シンポジウム

Presentation information

General Session (2.Computational Mechanics)

第二部門:計算力学(A)

Sat. May 15, 2021 9:00 AM - 10:45 AM B (B)

Chair:Daisuke Toriu

10:15 AM - 10:30 AM

[S02A-06] Implicit numerical integration of the Yoshida-Uemori two-surface plasticity model with isotropic hardening stagnation

*Riccardo Fincato1, Seiichiro Tsutsumi1, Alex Zilio2, Gianluca Mazzucco2, Valentina Salomoni2 (1. JWRI, Osaka university, 2. DICEA, Padova University)

Keywords:Two-surface plasticity model, return mapping, workhardening stagnation

The work presented in this paper deals with the numerical investigation and implementation of the two-surface plasticity model (or bounding surface model). This plasticity theory is able to describe the deformation behaviour of large-strain cyclic plasticity and the stress-strain responses at small-scale re-yielding after large pre-straining. A novel strategy to model the isotropic hardening stagnation is developed within a fully implicit integration scheme in order to speed up the computation and to improve the material description.