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A comparison between S-N Logistic and Kohout-Vechet formulations applied to the fatigue data of old metallic bridges materials

Title
A comparison between S-N Logistic and Kohout-Vechet formulations applied to the fatigue data of old metallic bridges materials
Type
Article in International Scientific Journal
Year
2019
Authors
Joelton Fonseca Barbosa
(Author)
Other
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Pedro A. Montenegro
(Author)
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Raimundo Carlos Silverio Freire Júnior
(Author)
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Grzegorz Lesiuk
(Author)
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Abílio M. P. de Jesus
(Author)
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Rui A. B. Calçada
(Author)
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Journal
Vol. 13 No. 48
Pages: 400-410
ISSN: 1971-8993
Other information
Authenticus ID: P-00Q-F9D
Abstract (EN): A new formulation of a Logistic deterministic S-N curve is applied to fatigue data of metallic materials from ancient Portuguese riveted steel bridges. This formulation is based on a modified logistic relation that uses three parameters to fit the low-cycle-(LCF), finite-life-and high-cycle-fatigue (HCF) regions. This model is compared to the Kohout-Vechet fatigue model, which has a refined adjustment from very low-cycle fatigue (VLCF) to very high-cycle fatigue (VHCF). These models are also compared with other models, such as, power law and fatigue-life curve from the ASTM E739 standard. The modelling performance of the S-N curves was made using the fatigue data considering the stress fatigue damage parameter for the materials from the Eiffel, Luiz I, Fao and Trezoi riveted steel bridges. Using a qualitative methodology of graphical adjustment analysis and another quantitative using the mean square error, it was possible to evaluate the performance of the mean S-N curve formulation. The results showed that the formulation of the S-N curve using the Logistic equation applied to the metallic materials from the old bridges resulted in a superior performance when compared with others models under consideration, both in the estimation of fatigue behaviour in the low-cycle fatigue (LCF) region and in the lowest mean square error.
Language: English
Type (Professor's evaluation): Scientific
No. of pages: 11
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