On the applicability of multi-surface, two-surface and non-linear kinematic hardening models in multiaxial fatigue

In this work, a comparison between NLK and Mróz-Garud’s multi-surface formulations is presented. A unified common notation is introduced to describe the involved equations, showing that the Mróz-Garud model can be regarded as a particular case of the NLK formulation. It is also shown that the cla...

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Main Authors: M.A. Meggiolaro, J.T.P. Castro, H. Wu
Format: Article
Language:English
Published: Gruppo Italiano Frattura 2015-07-01
Series:Fracture and Structural Integrity
Subjects:
Online Access:http://www.gruppofrattura.it/pdf/rivista/numero33/numero_33_art_39.pdf
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author M.A. Meggiolaro
J.T.P. Castro
H. Wu
author_facet M.A. Meggiolaro
J.T.P. Castro
H. Wu
author_sort M.A. Meggiolaro
collection DOAJ
description In this work, a comparison between NLK and Mróz-Garud’s multi-surface formulations is presented. A unified common notation is introduced to describe the involved equations, showing that the Mróz-Garud model can be regarded as a particular case of the NLK formulation. It is also shown that the classic two-surface model, which is an unconventional simplified plasticity model based on the translation of only two surfaces, can also be represented using this formulation. Such common notation allows a direct quantitative comparison among multi-surface, two-surface, and NLK hardening models.
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institution Kabale University
issn 1971-8993
1971-8993
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publishDate 2015-07-01
publisher Gruppo Italiano Frattura
record_format Article
series Fracture and Structural Integrity
spelling doaj-art-cb6e54d2192845c6b853e686d427ee7b2025-01-02T20:55:26ZengGruppo Italiano FratturaFracture and Structural Integrity1971-89931971-89932015-07-0193335736710.3221/IGF-ESIS.33.39On the applicability of multi-surface, two-surface and non-linear kinematic hardening models in multiaxial fatigueM.A. Meggiolaro0J.T.P. Castro1H. Wu2Pontifical Catholic University of Rio de JaneiroPontifical Catholic University of Rio de JaneiroTongji University in Shanghai,ChinaIn this work, a comparison between NLK and Mróz-Garud’s multi-surface formulations is presented. A unified common notation is introduced to describe the involved equations, showing that the Mróz-Garud model can be regarded as a particular case of the NLK formulation. It is also shown that the classic two-surface model, which is an unconventional simplified plasticity model based on the translation of only two surfaces, can also be represented using this formulation. Such common notation allows a direct quantitative comparison among multi-surface, two-surface, and NLK hardening models.http://www.gruppofrattura.it/pdf/rivista/numero33/numero_33_art_39.pdfMultiaxial fatigueIncremental plasticityKinematic hardeningNon-proportional variable amplitude loads.
spellingShingle M.A. Meggiolaro
J.T.P. Castro
H. Wu
On the applicability of multi-surface, two-surface and non-linear kinematic hardening models in multiaxial fatigue
Fracture and Structural Integrity
Multiaxial fatigue
Incremental plasticity
Kinematic hardening
Non-proportional variable amplitude loads.
title On the applicability of multi-surface, two-surface and non-linear kinematic hardening models in multiaxial fatigue
title_full On the applicability of multi-surface, two-surface and non-linear kinematic hardening models in multiaxial fatigue
title_fullStr On the applicability of multi-surface, two-surface and non-linear kinematic hardening models in multiaxial fatigue
title_full_unstemmed On the applicability of multi-surface, two-surface and non-linear kinematic hardening models in multiaxial fatigue
title_short On the applicability of multi-surface, two-surface and non-linear kinematic hardening models in multiaxial fatigue
title_sort on the applicability of multi surface two surface and non linear kinematic hardening models in multiaxial fatigue
topic Multiaxial fatigue
Incremental plasticity
Kinematic hardening
Non-proportional variable amplitude loads.
url http://www.gruppofrattura.it/pdf/rivista/numero33/numero_33_art_39.pdf
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