Kinetic equations of creep and damage for description of materials wit h non-monotonic dependence of fracture strain on stress Научная публикация
Журнал |
Обработка металлов (технология, оборудование, инструменты) / Obrabotka Metallov
ISSN: 1994-6309 |
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Вых. Данные | Год: 2021, Том: 23, Номер: 3, Страницы: 139–154 Страниц : | ||
Ключевые слова | Creep,Kinetic equations, Non-monotonic dependence, Fracture strain, Normalized accumulation damage curve,Tension of rod, Rational deformation modes | ||
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Реферат:
Introduction. Reducing the level of damage accumulation during pressure treatment of materials at elevated
temperatures in creep and close to superplasticity modes in the manufacture of parts can signifi cantly increase
its service life in the cold state. Finding temperature and power conditions leading to a reduction in damage of
material during the production process and operation is an important task. The purposes of the work: 1) to show
the possibility of using the Sosnin-Gorev creep and damage model for alloys with a non-monotonic dependence
of strain at fracture on diagrams with creep curves; 2) to carry out comparative analysis of damage accumulation
under conditions of uniaxial tension at constant stress and at constant strain rates for alloy with such a dependence.
Research methods. Used scalar damage parameter is equated to the normalized deformation, i.e. to the ratio of
the current strain to the fracture strain. To fi nd the coeffi cients of relations creep and damage, the similarity of the
creep curves in the normalized values “normalized strain – n ormalized time”, i.e. the presence of single normalized
curve of damage accumulation is checked. The least squares method is used to approximate the experimental data.
Numerical integration methods are used for comparative analysis of deformation modes. Results and discussion.
Determination of the parameters of the creep and damage equations by the method of a single normalized curve is
carried out on the example of experimental data for steel 12Kh18N10T (12Cr18Ni10Ti) at 850 °C, which has a
minimum of fracture strain in diagrams with creep curves. Analysis of the static and kinematic modes of deformation
for studied material showed that damage accumulation in both cases is practically the same for stresses close to the stress at which this minimum is reached. If the stresses are lower, then the lower level of damage accumulation will be in the kinematic mode; if the stresses above the minimum value, then the static mode will lead to a lower level of damage accumulation. Application. The obtained results can be useful when choosing rational modes of forming structural elements from alloys with a non-monotonic dependence of the fracture strain on stress, as well as in evaluating it for long-term strength during operation.
Библиографическая ссылка:
Banshchikova I.
Kinetic equations of creep and damage for description of materials wit h non-monotonic dependence of fracture strain on stress
Обработка металлов (технология, оборудование, инструменты) / Obrabotka Metallov. 2021. V.23. N3. P.139–154.
Kinetic equations of creep and damage for description of materials wit h non-monotonic dependence of fracture strain on stress
Обработка металлов (технология, оборудование, инструменты) / Obrabotka Metallov. 2021. V.23. N3. P.139–154.
Оригинальная:
Банщикова И.А.
Кинетические уравнения ползучести и повреждаемости для описания материалов с немонотонной зависимостью деформации при разрушении от напряжения
Обработка металлов (технология, оборудование, инструменты) / Obrabotka Metallov. 2021. Т.23. №3. С.139–154. DOI: 10.17212/1994-6309-2021-23.3-139-154 WOS РИНЦ OpenAlex
Кинетические уравнения ползучести и повреждаемости для описания материалов с немонотонной зависимостью деформации при разрушении от напряжения
Обработка металлов (технология, оборудование, инструменты) / Obrabotka Metallov. 2021. Т.23. №3. С.139–154. DOI: 10.17212/1994-6309-2021-23.3-139-154 WOS РИНЦ OpenAlex
Даты:
Поступила в редакцию: | 16 июн. 2021 г. |
Принята к публикации: | 30 июл. 2021 г. |
Опубликована online: | 15 сент. 2021 г. |
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