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Fatigue resistance at variation of temperature-time factors

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Abstract

The equations of an elasto-plastic static and cyclic deformation at high temperature, force and deformation criteria of quasistatic and fatigue failures, criterion of initiation and propagation of cracks, features of the equations for linear and nonlinear fracture mechanics are described. The mechanics of a nonlinear deformation and fracture is used for calculations of strength, life-time and crack resistance of constructions at high temperature.

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References

  • Frolov K, Makhutov N, Gadenin M et al (1998) Safety of Russia. Legal, social-economic and scientific-technical aspects (in Russian). Parts 1, 448 pp. Part 2, 416 pp. MGF “Znanie”, Moscow

  • Makhutov NA (2005) Constructional strength, resource and technogenic safety (in Russian). In two parts. Part 1: Criteria of strength and resource, 494 pp. Part 2: Substantiation of resource and safety, 610 pp. Nauka, Novosibirsk

  • Makhutov NA, Gadenin MM, Gokhfeld DA et al (1981) State equations at low cycle loading (in Russian). Nauka, Moscow, 244 pp

  • Makhutov NA, Gadenin MM et al (1983) Strength of engineering structures at low cycle loading (in Russian). Nauka, Moscow, 271 pp

  • Makhutov NA, Gadenin MM, Burak MI et al (1986) Mechanics of low cycle fracture (in Russian). Nauka, Moscow, 264 pp

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Authors and Affiliations

  1. Department of Strength, Vitality and Engineering Safety of Materials and Constructions, Institute for Machine Sciences, The Russian Academy of Sciences, Moscow, Russia

    N. A. Makhutov & M. M. Gadenin

Authors
  1. N. A. Makhutov
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  2. M. M. Gadenin
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Correspondence to N. A. Makhutov.

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Makhutov, N.A., Gadenin, M.M. Fatigue resistance at variation of temperature-time factors. Int J Fract 150, 105–127 (2008). https://doi.org/10.1007/s10704-008-9230-6

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  • DOI: https://doi.org/10.1007/s10704-008-9230-6

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