The concentration parameter thermal microstresses as the thermophysical characteristics of two-phase materials : материалы временных коллективов

Описание

Тип публикации: доклад, тезисы доклада, статья из сборника материалов конференций

Конференция: International Conference on Problems of Thermal Physics and Power Engineering 2017, PTPPE 2017

Год издания: 2017

Идентификатор DOI: 10.1088/1742-6596/891/1/012354

Аннотация: Thermal strength is one of the main thermophysical characteristics of structural materials. For homogeneous systems it is determined by the strength characteristics of the material. While for inhomogeneous systems, in particular, multiphase ones, it is necessary to consider the nature of the microstructure. Heat resistant real mateПоказать полностьюrials such as steels are known to be multi-phase systems. One of the mechanisms of their destruction is associated with the presence of propagating heat fluxes that generate thermal stresses. The aim of this paper is to evaluate the patterns of the formation of spatial distributions of thermal stresses in matrix systems of round inclusions characterized by different mutual disposition. The spatial distributions of thermal stresses in a two-phase material characterized by a matrix structure with round inclusions are investigated. For the numerical solution of the problem of stationary thermal conductivity the finite element method with discretization of the medium by triangular elements is used. It was found that at certain points in the medium the values of thermal stresses are ten times higher than the average for the material. It is shown that the spatial distribution and the local magnitude of the temperature gradient depend on the shape of the particles of the phase components and the values of their thermal conductivities. It is considered that the elastic moduli of inclusion and matrix differ little from each other. © Published under licence by IOP Publishing Ltd.

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Издание

Журнал: Journal of Physics: Conference Series

Выпуск журнала: Vol. 891, Is. 1

Номера страниц: 12354

ISSN журнала: 17426588

Издатель: Institute of Physics Publishing

Персоны

  • Kuanishev V.T. (Ural Technical Institute of Communications and Informatics, Branch Siberian, State University of Telecommunications and Informatics, Repina street, 15, Ekaterinburg, Russian Federation)
  • Sachkov I.N. (Federal State Autonomous Educational Institution of Higher Education, Ural Federal University Named after the First President of Russia B.N. Yelets, Mira Street, 19, Ekaterinburg, Russian Federation)
  • Sorogin I.G. (Federal State Autonomous Educational Institution of Higher Education, Ural State University of Railway Transport, Kolmogorova Street, 66, Ekaterinburg, Russian Federation)
  • Sorogina T.I. (Federal State Autonomous Educational Institution of Higher Education, Ural Federal University Named after the First President of Russia B.N. Yelets, Mira Street, 19, Ekaterinburg, Russian Federation)

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