• Home
  • Articles & Issues
    • Current
    • All Issues
  • About
    • Aims and Scope
    • Editorial Board
    • Indexing
    • Sources of Financing
  • For Authors
    • Submission
    • Terms of Publication
    • Formatting Guidelines
    • Peer Review Process
    • Article Processing Charges
    • License Agreement
  • Ethics & Policies
    • Publication Ethics
    • Conflict of Interest
    • Open Access Policy
    • Archiving
    • Complaints Policy
    • Privacy Statement
    • Corrections and Retractions
    • Anti-plagiarism Policy
    • Generative AI Policy
  • Search
  • Contacts
en English
  • Українська Українська

The National Transport University Bulletin

  • Submit an article
  • Home
  • Articles & Issues
    • Current
    • All Issues
  • About
    • Aims and Scope
    • Editorial Board
    • Indexing
    • Sources of Financing
  • For Authors
    • Submission
    • Terms of Publication
    • Formatting Guidelines
    • Peer Review Process
    • Article Processing Charges
    • License Agreement
  • Ethics & Policies
    • Publication Ethics
    • Conflict of Interest
    • Open Access Policy
    • Archiving
    • Complaints Policy
    • Privacy Statement
    • Corrections and Retractions
    • Anti-plagiarism Policy
    • Generative AI Policy
  • Search
  • Contacts

Article

  • Read article
  • Download article

Received 16.08.2023

Revised 28.11.2023

Accepted 27.12.2023

Retrieved from Vol. 27, No. 3, 2023

Pages 43 -49

  • 284 Views

Suggested citation

Gulyayev, V., & Shlyun, N. (2023). Three mechanisms of occurrence of thermal stresses and thermal destruction in elastic bodies. The National Transport University Bulletin, 27(3), 43-49. https://doi.org/10.33744/2308-6645-2023-3-57-043-049

Three mechanisms of occurrence of thermal stresses and thermal destruction in elastic bodies

Valerii Gulyayev Nataliia Shlyun

Abstract

One of the main reasons that reduce the strength and durability of composite materials that work in temperature fields that vary spatially and over time is their structural heterogeneity and incompatibility of the thermomechanical parameters of their phases. The internal mechanism that arises in such situations, the continuous combination of unequal thermal displacements and thermal deformations of neighboring elements of the elastic medium, leads to the appearance of additional elastic deformations and stresses in it, which affect the thermal strength of the system. Until now, the main regularities of the manifestation of this mechanism have not been fully studied. The urgency of the problem of researching these issues becomes especially acute in connection with the development of composites with given thermomechanical parameters, in particular, with minimum values of the coefficients of their linear thermal expansion. As a rule, this goal is achieved by combining material fractions with positive and negative values of their parameters

Keywords:

composite material; variable temperature; thermal stress; thermal destruction; thermal strength

References

  1. Kovalenko, A.D. (1970). Osnovy termoupruhosty. Kyiv: Naukova Dumka, 239 p.
  2. Shlyun, N.V., & Zaiets, Yu.O. (2022). About the internal mechanism of thermal damage in reinforced composites with thermomechanical incompatibility of their phases. Visnyk National Transport University. Series «Technical sciences», Issue 3(53), 427–432.
  3. Karch, C. (2014). Micromechanical analysis of thermal expansion coefficient. Modeling and Numerical Simulation of MATERIAL Science, 3, 1–15.
  4. Chu, C.N., Saka, N., & Shu, N.P. (1987). Negative thermal expansion: a review. Material Science and Engineering, 95, 303–308.
  5. Elwardany, M., & Planche, J.-P., King, G. (2020). Universal and practical approach to evaluate asphalt binder resistance to thermally-induced damage. Construction and Building Materials, 255, 119331, 1–18.
  6. Elwardany, M.D., King, G., Planche, J.P., Rodezno, C., Christensen, D., Fertig, R.S., Kuhn, K.H., & Bhuiyan, F.H. (2019). Internal restraint damage mechanism for age-induced pavement surface damage. Asphalt Paving Technol: J. Assoc. Asphalt Paving Technol., 88.
  7. Gulyayev, V.I., Mozgovyi, V.V., Shlyun, N.V., & Shevchuk, L.V. (2022). Modelling negative thermomechanical effects in reinforced road structures with thermoelastic incompatibility of coating and reinforcement materials. System Research and Information Technologies, 2, 117–127. https://doi.org/10.20535/SRIT.2308-8893.2022.2.09
  8. Gulyaev, V.I., & Shlyun, N.V. (2023). Intrastructural Thermal Stresses in Composites with Homogeneous and Heterogeneous Spherical Inclusions. Strength of Materials, 55(2), 254–264.
  9. Gulyayev, V.I., Mozgovyi, V.V., Shlyun, N.V., Shevchuk, L.V., & Bilobrytska, O.I. (2022). Negative thermomechanical effects in granular composites with incompatible thermomechanical parameters of their components. International Review of Mechanical Engineering, 16(4), 188–197. https://doi.org/10.15866/ireme.v16i4.21996
  10. Hetnarski, R.B., & Eslomi, M.R. (2009). Thermalstress – Advanced Theory and Applications. Springer Science Business Media B.V.
  11. Noda, N., Hetnarski, R.B., & Tanigawa, Y. (2003). Thermal Stresses (2nd ed.). New York: Taylor and Francis.
  12. Nowacki, W. (1986). Thermoelasticity (2nd ed.). Oxford: PWN – Polish Scientific Publishers, Warsaw and Pergamon Press.
  13. Rozen, W., Ketler, E., & Hashin, Z. (1962). Hollow glass fibre reinforced plastics. General Electric Missile & Space Division, Philadelphia.
  14. Setiawan, D.M. (2011). The role of temperature differential and subgrade quality stress, curling, and deflection behavior of rigid pavement. Journal of the Mechanical Behavior of Materials, 29(5-6), 10–12.
  15. Takenaka, K. (2012). Negative Thermal Expansion Materials: Technological Key for Control of Thermal Expansion. Science and Technology of Advanced Materials, 13, 1–11. https://doi.org/10.1088/1468-6996/13/1/013001
  16. Trussdell, C., & Carson, D.E. (1972). Thermoelasticity. Encyclopedia of Physics, Vol. via.2, Berlin, Spring.
  17. Weng, G.I. (1984). Some elastic properties of reinforced solids with special reference to isotropic ones containing spherical inclusions. Int. J. Eng. Sci., 22(7), 845–856.
Share
Facebook
Twitter
LinkedIn
Email
Telegram
Viber
WhatsApp

https://doi.org/10.33744/2308-6645-2023-3-57-043-049

Address
01010, Ukraine, Kyiv,
1, M. Omelianovycha-Pavlenka Str.


Email
ntu@ntu-bulletin.com

Main information
  • Aims and Scope
  • Indexing
  • Terms of Publication
  • Editorial Board
  • Publication Ethics
Additional information
  • Complaints Policy
  • Peer Review Process
  • Open Access Policy
  • Anti-plagiarism Policy
  • Generative AI Policy
  • Archiving