A general physics-based hardening law for single phase metals
A general physics-based hardening law for single phase metals
A simple exponential strain hardening model (ESH) has been developed in the framework of the Kocks-Mecking-Estrin formalism with a new microstructure-based parameter that accounts for the effect of yield strength. The relevant parameters reflecting the effect of the composition (or dislocation annihilation distance) and the microstructure type (or strengthening technology) are comprehensively analyzed. The application scope of the model is then briefly discussed, and several significant advantages are enumerated including the clear derivation processes and the explicit physical meaning of the various parameters. Finally, the ESH model is verified extensively by systematic tensile tests on six groups of Cu-Al alloys having more than one hundred microstructural states. In addition, significant and quantitative revelations of strength and uniform elongation for ductile metals are elaborated in the following manuscript. The present ESH model is of significant theoretical value in providing a detailed understanding of the tensile performance of metallic materials.
Dislocation annihilation, Strain hardening, Strength, Tensile testing, Uniform elongation
Zhang, Zhenjun
1d4dfd5e-314d-46c2-91d2-4a260f3b552f
Qu, Zhan
a8ce0bc7-fc4e-47ef-b09c-e567c02541af
Xu, Ling
738ab1b3-707b-468d-85bd-b64bcddf2ee7
Liu, Rui
f6ba8ec9-4057-4dd9-a960-d63f660eee09
Zhang, Peng
3ac04b7d-9a7a-41c6-8c9b-85e73c034969
Zhang, Zhefeng
fae2e491-f76b-4129-bf0e-643161366478
Langdon, Terence G
86e69b4f-e16d-4830-bf8a-5a9c11f0de86
1 June 2022
Zhang, Zhenjun
1d4dfd5e-314d-46c2-91d2-4a260f3b552f
Qu, Zhan
a8ce0bc7-fc4e-47ef-b09c-e567c02541af
Xu, Ling
738ab1b3-707b-468d-85bd-b64bcddf2ee7
Liu, Rui
f6ba8ec9-4057-4dd9-a960-d63f660eee09
Zhang, Peng
3ac04b7d-9a7a-41c6-8c9b-85e73c034969
Zhang, Zhefeng
fae2e491-f76b-4129-bf0e-643161366478
Langdon, Terence G
86e69b4f-e16d-4830-bf8a-5a9c11f0de86
Zhang, Zhenjun, Qu, Zhan, Xu, Ling, Liu, Rui, Zhang, Peng, Zhang, Zhefeng and Langdon, Terence G
(2022)
A general physics-based hardening law for single phase metals.
Acta Materialia, 231, [117877].
(doi:10.1016/j.actamat.2022.117877).
Abstract
A simple exponential strain hardening model (ESH) has been developed in the framework of the Kocks-Mecking-Estrin formalism with a new microstructure-based parameter that accounts for the effect of yield strength. The relevant parameters reflecting the effect of the composition (or dislocation annihilation distance) and the microstructure type (or strengthening technology) are comprehensively analyzed. The application scope of the model is then briefly discussed, and several significant advantages are enumerated including the clear derivation processes and the explicit physical meaning of the various parameters. Finally, the ESH model is verified extensively by systematic tensile tests on six groups of Cu-Al alloys having more than one hundred microstructural states. In addition, significant and quantitative revelations of strength and uniform elongation for ductile metals are elaborated in the following manuscript. The present ESH model is of significant theoretical value in providing a detailed understanding of the tensile performance of metallic materials.
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Accepted/In Press date: 21 March 2022
e-pub ahead of print date: 25 March 2022
Published date: 1 June 2022
Additional Information:
Funding Information:
This work was financially supported by the Youth Innovation Promotion Association CAS (Grant No. 2021192 ), the National Natural Science Foundation of China (NSFC) under grant Nos. 51871223 , 51790482 , 52130002 and 52001153 , the KC Wong Education Foundation ( GJTD-2020-09 ) and the Chinese Academy of Sciences (Grants 174321KYSB20210002 ). The work of one of us was supported by the European Research Council under ERC Grant Agreement No. 267464-SPDMETALS (TGL) .
Publisher Copyright:
© 2022
Keywords:
Dislocation annihilation, Strain hardening, Strength, Tensile testing, Uniform elongation
Identifiers
Local EPrints ID: 469812
URI: http://eprints.soton.ac.uk/id/eprint/469812
ISSN: 1359-6454
PURE UUID: 473650c0-75c6-4f81-b2dd-fefb4cf2df83
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Date deposited: 26 Sep 2022 16:51
Last modified: 17 Mar 2024 07:29
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Contributors
Author:
Zhenjun Zhang
Author:
Zhan Qu
Author:
Ling Xu
Author:
Rui Liu
Author:
Peng Zhang
Author:
Zhefeng Zhang
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