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Hollow cylinder with thermally induced gradient of the yield strength: The gain in loading capacity under pressure. / Pronina, Yulia; Maksimov, Aleksandr.

In: International Journal of Engineering Science, Vol. 193, 103936, 01.12.2023.

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Pronina, Yulia ; Maksimov, Aleksandr. / Hollow cylinder with thermally induced gradient of the yield strength: The gain in loading capacity under pressure. In: International Journal of Engineering Science. 2023 ; Vol. 193.

BibTeX

@article{13c12d0589754785a94cdaa426ef1a36,
title = "Hollow cylinder with thermally induced gradient of the yield strength: The gain in loading capacity under pressure",
abstract = "Plane strain problem of a thick-walled cylindrical pipe under internal and external pressures, made of elastic–perfectly plastic material with a radial dependence of the yield stress (produced, e.g., by one-sided accelerated cooling) described by a polynomial function is considered in the framework of small deformations theory, using the von Mises yield criterion. It is found that, at the fixed wall thickness and strength gradient, the gain in the ultimate loading capacity depends on the magnitude of the gradient but its dependence on the gradient direction, as well as pipe radii is rather weak. At the same time, the onset of yielding strongly depends on all the mentioned parameters. It is also shown that one-sided accelerated cooling enhances the loading capacity of the pipes, as compared to the normalized state whereas comparison with the steel that has experienced quenching with tempering may produce diverse results.",
keywords = "Complete yielding, Pipe, Plastic zone propagation, Pressure vessel, Yield strength gradient",
author = "Yulia Pronina and Aleksandr Maksimov",
year = "2023",
month = dec,
day = "1",
doi = "10.1016/j.ijengsci.2023.103936",
language = "English",
volume = "193",
journal = "International Journal of Engineering Science",
issn = "0020-7225",
publisher = "Elsevier",

}

RIS

TY - JOUR

T1 - Hollow cylinder with thermally induced gradient of the yield strength: The gain in loading capacity under pressure

AU - Pronina, Yulia

AU - Maksimov, Aleksandr

PY - 2023/12/1

Y1 - 2023/12/1

N2 - Plane strain problem of a thick-walled cylindrical pipe under internal and external pressures, made of elastic–perfectly plastic material with a radial dependence of the yield stress (produced, e.g., by one-sided accelerated cooling) described by a polynomial function is considered in the framework of small deformations theory, using the von Mises yield criterion. It is found that, at the fixed wall thickness and strength gradient, the gain in the ultimate loading capacity depends on the magnitude of the gradient but its dependence on the gradient direction, as well as pipe radii is rather weak. At the same time, the onset of yielding strongly depends on all the mentioned parameters. It is also shown that one-sided accelerated cooling enhances the loading capacity of the pipes, as compared to the normalized state whereas comparison with the steel that has experienced quenching with tempering may produce diverse results.

AB - Plane strain problem of a thick-walled cylindrical pipe under internal and external pressures, made of elastic–perfectly plastic material with a radial dependence of the yield stress (produced, e.g., by one-sided accelerated cooling) described by a polynomial function is considered in the framework of small deformations theory, using the von Mises yield criterion. It is found that, at the fixed wall thickness and strength gradient, the gain in the ultimate loading capacity depends on the magnitude of the gradient but its dependence on the gradient direction, as well as pipe radii is rather weak. At the same time, the onset of yielding strongly depends on all the mentioned parameters. It is also shown that one-sided accelerated cooling enhances the loading capacity of the pipes, as compared to the normalized state whereas comparison with the steel that has experienced quenching with tempering may produce diverse results.

KW - Complete yielding

KW - Pipe

KW - Plastic zone propagation

KW - Pressure vessel

KW - Yield strength gradient

UR - https://www.mendeley.com/catalogue/333c3d96-246f-356b-8b18-8de3ad2804d0/

U2 - 10.1016/j.ijengsci.2023.103936

DO - 10.1016/j.ijengsci.2023.103936

M3 - Article

VL - 193

JO - International Journal of Engineering Science

JF - International Journal of Engineering Science

SN - 0020-7225

M1 - 103936

ER -

ID: 108522525