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Quantitative assessment of the Bauschinger effect in cyclically loaded polycrystals using single crystal plasticity modeling with local and non-local kinematic hardening

  • The mechanical response of polycrystalline metallic materials under cyclic plastic deformation has a high relevance for the reliable design of structural components. A key phenomenon in this context is the Bauschinger effect (BE), which describes reversed plasticity after a load reversal occurring at low yield stress. Explanatory models exist to explain the BE that allow for qualitativeThe mechanical response of polycrystalline metallic materials under cyclic plastic deformation has a high relevance for the reliable design of structural components. A key phenomenon in this context is the Bauschinger effect (BE), which describes reversed plasticity after a load reversal occurring at low yield stress. Explanatory models exist to explain the BE that allow for qualitative evaluations of experimental data. The aim of this work is to quantitatively evaluate the contributions of the various mechanisms underlying the BE using data of the austenitic steel 316L. To this end, a representative volume element of the polycrystalline microstructure and single crystal plasticity with various local and non-local kinematic hardening models were established. The latter take contributions to the BE from geometrically necessary dislocations into account. Finite-element simulations are performed using material properties determined from cyclic stress–strain data. The simulation results indicate that for the investigated 316L microstructure and loading amplitude, the macroscopic BEF is predominantly governed by the grain-level behavior, with the median of the interacting individual grains reproducing the total polycrystal BEF to within approximately 10%. The effect of the internal stresses arising from geometrically necessary dislocations on the BE is small as the internal stresses are very localized. The local hardening models are able to accurately capture the BE, whereas the investigated non-local models, which were not independently calibrated for cyclic loading conditions, do not adequately reproduce the experimentally observed BE.…zeige mehrzeige weniger

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Dokumentart:Zeitschriftenartikel, wissenschaftlich
Review-Status:Begutachtet (reviewed)
Zitierlink: https://opus.hs-offenburg.de/13093
Bibliografische Angaben
Titel (Englisch):Quantitative assessment of the Bauschinger effect in cyclically loaded polycrystals using single crystal plasticity modeling with local and non-local kinematic hardening
Verfasserangaben:René ZandomeniStaff MemberORCiD, Thomas SeifertStaff MemberORCiDGND, Alexander HartmaierORCiD
Erscheinungsjahr:2026
Jahr der Erstveröffentlichung:2026
Verlag:Elsevier
Seitenanzahl:24
Erste Seite:1
Letzte Seite:24
Aufsatznummer:105821
Titel des übergeordneten Werkes (Englisch):Mechanics of Materials
Jahrgang (Band):222
Heft (Ausgabe):November 2026
ISSN:1872-7743 (Online)
ISSN:0167-6636 (Print)
DOI:https://doi.org/10.1016/j.mechmat.2026.105821
URN:https://urn:nbn:de:bsz:ofb1-opus4-130935
Sprache:Englisch
Inhaltliche Informationen
Fakultäten / Einrichtungen:Fakultät Maschinenbau und Verfahrenstechnik (M+V)
Forschung:IDEeP - Institute for Digital Engineering and Production (ab 12.10.2022)
Sammlungen der Hochschule Offenburg:Bibliografie
DDC-Sachgruppen:600 Technik, Medizin, angewandte Wissenschaften
Freies Schlagwort / Tag:Bauschinger effect; Computational homogenization; Cyclic loading; Kinematic hardening; Polycrystalline materials; Single crystal plasticity
Gefördert durch (Auswahl):Deutsche Forschungsgemeinschaft
Projektnummer:504195877
Speicherung von Forschungsdaten:Sonstiges
URL zu den Forschungsdaten:https://doi.org/10.5281/zenodo.21869496
Formale Angaben
Relevanz für "Jahresbericht über Forschungsleistungen":5-fach | Wiss. Zeitschriftenartikel reviewed: AGQ-Positivlisten
Open-Access-Status: Open Access 
 Hybrid 
Lizenz (Deutsch):License LogoCreative Commons - CC BY - Namensnennung 4.0 International