Open AccessViscoplastic Parametric Analysis of Cylindrical Specimen Under Cyclic Behaviour
Author(s) -
Panagiotis J. Charitidis
Publication year - 2021
Publication title -
international journal of scientific research in science, engineering and technology
Language(s) - English
Resource type - Journals
eISSN - 2395-1990
pISSN - 2394-4099
DOI - 10.32628/ijsrset218111
Subject(s) - viscoplasticity , materials science , von mises yield criterion , hardening (computing) , finite element method , plasticity , constitutive equation , composite material , multiphysics , kinematics , deformation (meteorology) , isotropy , structural engineering , parametric statistics , mechanics , strain hardening exponent , mathematics , classical mechanics , engineering , physics , statistics , layer (electronics) , quantum mechanics
The present study tries to present a cyclic hardening model with the aim to simulate quantitatively the material response under strain controlled cyclic loading in tension-compression, of specified axial deformation. A numerical study was carried out to investigate the cyclic constitutive behaviour of alloy Indium under viscoplastic deformation. The analysis was performed under prescribed symmetric strain-controlled cyclic loading. The model contains both isotropic and kinematic hardening components, while the analysis were performed using Comsol Multiphysics for only 60 seconds duration. The kinematic hardening was described by using multiple back stresses. Multiple back stresses can provide a smoother transition between the elastic and plastic deformation, and it improves the general shape of the hysteresis loop. Two cases (geometries) have been examined in this study. From the material model and finite element cyclic plasticity model results, it is found that for the same parameters, but different dimensions there is difference on the stress-strain curves as well as on the von Mises stresses.