TY - JOUR
T1 - Computational homogenisation for thermoviscoplasticity
T2 - application to thermally sprayed coatings
AU - Berthelsen, Rolf
AU - Denzer, Ralf
AU - Oppermann, Philip
AU - Menzel, Andreas
PY - 2017/11
Y1 - 2017/11
N2 - Metal forming processes require wear-resistant tool surfaces in order to ensure a long life cycle of the expensive tools together with a constant high quality of the produced components. Thermal spraying is a relatively widely applied coating technique for the deposit of wear protection coatings. During these coating processes, heterogeneous coatings are deployed at high temperatures followed by quenching where residual stresses occur which strongly influence the performance of the coated tools. The objective of this article is to discuss and apply a thermo-mechanically coupled simulation framework which captures the heterogeneity of the deposited coating material. Therefore, a two-scale finite element framework for the solution of nonlinear thermo-mechanically coupled problems is elaborated and applied to the simulation of thermoviscoplastic material behaviour including nonlinear thermal softening in a geometrically linearised setting. The finite element framework and material model is demonstrated by means of numerical examples.
AB - Metal forming processes require wear-resistant tool surfaces in order to ensure a long life cycle of the expensive tools together with a constant high quality of the produced components. Thermal spraying is a relatively widely applied coating technique for the deposit of wear protection coatings. During these coating processes, heterogeneous coatings are deployed at high temperatures followed by quenching where residual stresses occur which strongly influence the performance of the coated tools. The objective of this article is to discuss and apply a thermo-mechanically coupled simulation framework which captures the heterogeneity of the deposited coating material. Therefore, a two-scale finite element framework for the solution of nonlinear thermo-mechanically coupled problems is elaborated and applied to the simulation of thermoviscoplastic material behaviour including nonlinear thermal softening in a geometrically linearised setting. The finite element framework and material model is demonstrated by means of numerical examples.
KW - Finite element method
KW - Homogenisation
KW - Multiscale modelling
KW - Thermomechanics
KW - Thermoviscoplasticity
U2 - 10.1007/s00466-017-1436-x
DO - 10.1007/s00466-017-1436-x
M3 - Article
AN - SCOPUS:85021897207
SN - 0178-7675
VL - 60
SP - 739
EP - 766
JO - Computational Mechanics
JF - Computational Mechanics
IS - 5
ER -