期刊
MECHANICS OF MATERIALS
卷 161, 期 -, 页码 -出版社
ELSEVIER
DOI: 10.1016/j.mechmat.2021.104031
关键词
Strain hardening behavior; Curve-fitting method; Inverse finite element analysis; Kim-Tuan hardening law; Sheet metals
资金
- Ministry of Education of the Republic of Korea
- National Research Foundation of Korea [NRF-2019R1A2C1011224]
This study proposes a hybrid method combining curve-fitting and inverse finite element analysis to identify the parameters of the Kim-Tuan hardening model over large strain ranges. By calibrating the hardening laws, the stress-strain relationship of sheet metals can be effectively captured.
The uniaxial tensile test is well-established for experimentally identifying the stress-strain relationship for sheet metals. Conventionally, true stress-strain data obtained from the test are used to identify the hardening law's parameters using the curve-fitting method. Extrapolation using the identified hardening law describes the stress-strain relationship at large strains; however, it varies widely, depending on the selection of hardening models and their identified parameters. This study presents a hybrid method incorporating the curve-fitting method and inverse finite element analysis to identify the Kim-Tuan hardening model's parameters over large strain ranges. Here, the curve-fitting method enforces the identified hardening law's accuracy in the pre-necking range. Simultaneously, the inverse finite element analysis method maintains the goodness of the post-necking prediction. The proposed method is used to calibrate hardening laws for DP780 and AA6016-T651 sheet metals subjected to uniaxial tensile tests at room and warm temperatures, respectively. The calibrated hardening laws capture the force-displacement curves of both materials well, validating the ability of the presented method in practice.
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