A comparison of methods for calculating notch tip strains and stresses under multiaxial loading

Selected methods for calculating notch tip strains and stresses in elastic–plastic isotropic bodies subjected to multiaxial monotonic loading were compared. The methods use sets of equations where hypothetical notch tip elastic strains and stresses obtained from FEM calculations serve as an input. T...

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Автори: M. Lutovinov, J. ?erný, J. Papuga
Формат: Стаття
Мова:English
Опубліковано: Gruppo Italiano Frattura 2016-10-01
Серія:Fracture and Structural Integrity
Предмети:
Онлайн доступ:https://www.fracturae.com/index.php/fis/article/view/1794
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author M. Lutovinov
J. ?erný
J. Papuga
author_facet M. Lutovinov
J. ?erný
J. Papuga
author_sort M. Lutovinov
collection DOAJ
description Selected methods for calculating notch tip strains and stresses in elastic–plastic isotropic bodies subjected to multiaxial monotonic loading were compared. The methods use sets of equations where hypothetical notch tip elastic strains and stresses obtained from FEM calculations serve as an input. The comparison was performed within two separate groups of methods: the first group consists of the methods intended for cases of multiaxial proportional loading and the second group deals with multiaxial non-proportional loading. Originally, the precision of the methods was validated by comparison with results obtained from elastic–plastic FEM analyses. Since computer performance at the time was lower than nowadays, verification of the proposed methods on FEM models with a finer mesh was needed. Such verification was carried out and is presented in this paper. The effect of various formulations of material stress–strain curve was also evaluated.
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spelling doaj.art-b9a3efee9f004d2e9eb1b92e2d9cfc2a2024-12-02T05:42:34ZengGruppo Italiano FratturaFracture and Structural Integrity1971-89932016-10-011038A comparison of methods for calculating notch tip strains and stresses under multiaxial loadingM. LutovinovJ. ?ernýJ. PapugaSelected methods for calculating notch tip strains and stresses in elastic–plastic isotropic bodies subjected to multiaxial monotonic loading were compared. The methods use sets of equations where hypothetical notch tip elastic strains and stresses obtained from FEM calculations serve as an input. The comparison was performed within two separate groups of methods: the first group consists of the methods intended for cases of multiaxial proportional loading and the second group deals with multiaxial non-proportional loading. Originally, the precision of the methods was validated by comparison with results obtained from elastic–plastic FEM analyses. Since computer performance at the time was lower than nowadays, verification of the proposed methods on FEM models with a finer mesh was needed. Such verification was carried out and is presented in this paper. The effect of various formulations of material stress–strain curve was also evaluated.https://www.fracturae.com/index.php/fis/article/view/1794Notch stressesMultiaxial loadingFEMNeuber’s ruleESED rule
spellingShingle M. Lutovinov
J. ?erný
J. Papuga
A comparison of methods for calculating notch tip strains and stresses under multiaxial loading
Fracture and Structural Integrity
Notch stresses
Multiaxial loading
FEM
Neuber’s rule
ESED rule
title A comparison of methods for calculating notch tip strains and stresses under multiaxial loading
title_full A comparison of methods for calculating notch tip strains and stresses under multiaxial loading
title_fullStr A comparison of methods for calculating notch tip strains and stresses under multiaxial loading
title_full_unstemmed A comparison of methods for calculating notch tip strains and stresses under multiaxial loading
title_short A comparison of methods for calculating notch tip strains and stresses under multiaxial loading
title_sort comparison of methods for calculating notch tip strains and stresses under multiaxial loading
topic Notch stresses
Multiaxial loading
FEM
Neuber’s rule
ESED rule
url https://www.fracturae.com/index.php/fis/article/view/1794
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