Performance of chosen multiaxial cycle counting method under non-proportional multiaxial variable loading.

One of the most crucial tasks in fatigue life-time estimation of components loaded with multiaxial variable amplitude loading is to correctly identify loading cycles that can be used with multiaxial damage criterions. During past years, several cycle counting methods have been proposed for multiaxia...

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Main Authors: Margetin Matus, Biro Dominik
Format: Article
Language:English
Published: EDP Sciences 2018-01-01
Series:MATEC Web of Conferences
Online Access:https://doi.org/10.1051/matecconf/201816516008
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author Margetin Matus
Biro Dominik
author_facet Margetin Matus
Biro Dominik
author_sort Margetin Matus
collection DOAJ
description One of the most crucial tasks in fatigue life-time estimation of components loaded with multiaxial variable amplitude loading is to correctly identify loading cycles that can be used with multiaxial damage criterions. During past years, several cycle counting methods have been proposed for multiaxial loading conditions. The aim of this text is the comparison of selected multiaxial cycle counting methods, namely Wang-Brown’s method, Modified Wang-Brown’s method, Bannantine-Socie’s method and then a critical analysis of the obtained results. For the comparison of chosen methods, a new data set, consisting of experimentally obtained results from multiaxial non-proportional variable amplitude loading tests carried on by authors, has been used. The tested specimens were made from S355J0 structural steel and the testing procedure has been carried out on the MTS Axial/Torsion servo hydraulic testing machine. Findley and McDiarmid multiaxial criterion with Palgren-Miner summation rule have been used for fatigue life-time estimation of the tested specimens.
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spelling doaj.art-556a03c7a1e84f3e9469c615936625eb2022-12-21T23:28:10ZengEDP SciencesMATEC Web of Conferences2261-236X2018-01-011651600810.1051/matecconf/201816516008matecconf_fatigue2018_16008Performance of chosen multiaxial cycle counting method under non-proportional multiaxial variable loading.Margetin MatusBiro DominikOne of the most crucial tasks in fatigue life-time estimation of components loaded with multiaxial variable amplitude loading is to correctly identify loading cycles that can be used with multiaxial damage criterions. During past years, several cycle counting methods have been proposed for multiaxial loading conditions. The aim of this text is the comparison of selected multiaxial cycle counting methods, namely Wang-Brown’s method, Modified Wang-Brown’s method, Bannantine-Socie’s method and then a critical analysis of the obtained results. For the comparison of chosen methods, a new data set, consisting of experimentally obtained results from multiaxial non-proportional variable amplitude loading tests carried on by authors, has been used. The tested specimens were made from S355J0 structural steel and the testing procedure has been carried out on the MTS Axial/Torsion servo hydraulic testing machine. Findley and McDiarmid multiaxial criterion with Palgren-Miner summation rule have been used for fatigue life-time estimation of the tested specimens.https://doi.org/10.1051/matecconf/201816516008
spellingShingle Margetin Matus
Biro Dominik
Performance of chosen multiaxial cycle counting method under non-proportional multiaxial variable loading.
MATEC Web of Conferences
title Performance of chosen multiaxial cycle counting method under non-proportional multiaxial variable loading.
title_full Performance of chosen multiaxial cycle counting method under non-proportional multiaxial variable loading.
title_fullStr Performance of chosen multiaxial cycle counting method under non-proportional multiaxial variable loading.
title_full_unstemmed Performance of chosen multiaxial cycle counting method under non-proportional multiaxial variable loading.
title_short Performance of chosen multiaxial cycle counting method under non-proportional multiaxial variable loading.
title_sort performance of chosen multiaxial cycle counting method under non proportional multiaxial variable loading
url https://doi.org/10.1051/matecconf/201816516008
work_keys_str_mv AT margetinmatus performanceofchosenmultiaxialcyclecountingmethodundernonproportionalmultiaxialvariableloading
AT birodominik performanceofchosenmultiaxialcyclecountingmethodundernonproportionalmultiaxialvariableloading