TY - JOUR
T1 - Prediction of microscopic residual stresses using genetic programming
AU - Millán, Laura
AU - Kronberger, Gabriel
AU - Fernández, Ricardo
AU - Bokuchava, Gizo
AU - Halodova, Patrice
AU - Sáez-Maderuelo, Alberto
AU - González-Doncel, Gaspar
AU - Hidalgo, J. Ignacio
N1 - Funding Information:
The authors acknowledge to Consejería de Educación e Investigación, from Comunidad Autónoma de Madrid, CAM, Madrid, Spain , for the project Micro-Stress-MAP, of ref. Y2018/NMT- 4668, and also to the Spanish Ministerio de Economía Competitividad, MINECO , for the project of ref. MAT2017-R83825-C4-1-R, to which this work is linked. The FLNP of the JINR (Dubna, Russia) is also acknowledged for the beamtime allocation for the neutron diffraction experiments on instrument FSD. G.K. acknowledges support by the Christian Doppler Research Association within the Josef Ressel Center for Symbolic Regression.
Funding Information:
The authors acknowledge to Consejería de Educación e Investigación, from Comunidad Autónoma de Madrid, CAM, Madrid, Spain, for the project Micro-Stress-MAP, of ref. Y2018/NMT- 4668, and also to the Spanish Ministerio de Economía y Competitividad, MINECO, for the project of ref. MAT2017-R83825-C4-1-R, to which this work is linked. The FLNP of the JINR (Dubna, Russia) is also acknowledged for the beamtime allocation for the neutron diffraction experiments on instrument FSD. G.K. acknowledges support by the Christian Doppler Research Association within the Josef Ressel Center for Symbolic Regression.
Publisher Copyright:
© 2023 The Authors
PY - 2023/9
Y1 - 2023/9
N2 - Metallurgical manufacturing processes commonly used in the industry (rolling, extrusion, shaping, machining, etc.) usually cause residual stress development which can remain after thermal heat treatments. These stresses can be detrimental for the in-service performance of structural components, which makes their study and understanding important. Residual stress variations are usually determined at a macroscopic scale (commonly, using diffraction methods). However, stress variations at the microscopic scale of the individual crystallites (grains), are also relevant. Contrary to the macroscopic residual stresses, microscopic residual stresses are difficult to quantify using conventional procedures. We propose to use machine learning to find equations that describe microscopic residual stresses. Concretely, we show that we are able to learn equations to reproduce the diffraction profiles from microstructural characteristics using genetic programming. We evaluate the learned equations using real neutron diffraction peaks as a reference, obtaining accurate results for the most frequent grain orientations with runtimes of a few minutes.
AB - Metallurgical manufacturing processes commonly used in the industry (rolling, extrusion, shaping, machining, etc.) usually cause residual stress development which can remain after thermal heat treatments. These stresses can be detrimental for the in-service performance of structural components, which makes their study and understanding important. Residual stress variations are usually determined at a macroscopic scale (commonly, using diffraction methods). However, stress variations at the microscopic scale of the individual crystallites (grains), are also relevant. Contrary to the macroscopic residual stresses, microscopic residual stresses are difficult to quantify using conventional procedures. We propose to use machine learning to find equations that describe microscopic residual stresses. Concretely, we show that we are able to learn equations to reproduce the diffraction profiles from microstructural characteristics using genetic programming. We evaluate the learned equations using real neutron diffraction peaks as a reference, obtaining accurate results for the most frequent grain orientations with runtimes of a few minutes.
KW - Material science
KW - Machine learning
KW - Symbolic regression
KW - Residual stress
KW - Neutron diffraction
KW - Microstructure
UR - http://www.scopus.com/inward/record.url?scp=85170669312&partnerID=8YFLogxK
U2 - 10.1016/j.apples.2023.100141
DO - 10.1016/j.apples.2023.100141
M3 - Article
SN - 2666-4968
VL - 15
JO - Applications in Engineering Science
JF - Applications in Engineering Science
M1 - 100141
ER -