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  4. A phenomenological constitutive model for deep rolling process simulation of AISI 4140 under high dynamic conditions
 
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2025
Journal Article
Title

A phenomenological constitutive model for deep rolling process simulation of AISI 4140 under high dynamic conditions

Abstract
AISI 4140 alloy steel exhibits complex mechanical behaviors such as the Bauschinger effect, strain rate sensitivity, and strain softening, which traditional constitutive models, like Johnson-Cook model and Chaboche kinematic hardening model, are hard to simultaneously capture. To address this limitation, the present work proposes a phenomenological constitutive model based on the commonly used Johnson-Cook formulation, enhanced by incorporating strain softening, strain rate sensitivity, and the Chaboche kinematic hardening. The developed model is implemented through a vectorised user material (VUMAT) subroutine in Abaqus and validated using numerical simulations of residual stress depth profile induced by deep rolling. It is then applied to simulate deep rolling processes under various forces and rolling speeds. The results demonstrate that the proposed model can accurately reproduce residual stress profiles and internal material loading histories. Among the considered mechanisms, strain rate sensitivity and kinematic hardening are found to be essential for capturing the residual stress evolution, while strain softening plays a secondary role under the investigated conditions.
Author(s)
Chen, Zhaoyu
Universität Bremen
Hettig, Matthias Alexander
Universität Bremen
Schubnell, Jan
Fraunhofer-Institut für Werkstoffmechanik IWM  
Sölter, Jens
Universität Bremen
Meyer, Daniel
Universität Bremen
Journal
Journal of materials research and technology : jmr&t  
Open Access
File(s)
Download (6.97 MB)
Rights
CC BY 4.0: Creative Commons Attribution
DOI
10.1016/j.jmrt.2025.09.111
10.24406/publica-6701
Additional link
Full text
Language
English
Fraunhofer-Institut für Werkstoffmechanik IWM  
Keyword(s)
  • Deep rolling

  • Finite element method (FEM)

  • Phenomenological constitutive model

  • Residual stresses

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