CALCULATION FIELDS OF TEMPERATURE AND THERMAL STRESS IF VARIABLE COEFFICIENTS HEAT AND TEMPERATURE PROTECTION


  • A.D. Gorbunov Dneprodzerzhinsk State Technical University, ul. Dneprostroevskaya, 2, 51918, Ukraine
  • S.V. Ukleina Dneprodzerzhinsk State Technical University, ul. Dneprostroevskaya, 2, 51918, Ukraine
  • A.I. Sorohmanyuk Dneprodzerzhinsk State Technical University, ul. Dneprostroevskaya, 2, 51918, Ukraine
DOI: https://doi.org/10.31472/ihe.5.2016.02
Keywords: heating, quasi-stationary temperature field, thermal stress, analytical solutions, exact solutions, a function of time

Abstract

With the help of substitution obtained fairly simple analytical solution for the quasi-stationary temperature field in the bodies of the canonical form when the heat transfer coefficient and the temperature of the environment is a function of time. From this it follows as a special case of the solution in the case of constant temperature environment. Comparisons with the exact solutions have shown that the error in determining temperature fields does not exceed 6 %, and it can be considered quite acceptable for engineering calculations. Formulas for calculating of the axial thermal stresses has been suggested.

References

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2. Ivanov V.V., Salomatov V.V. The calculation of the temperature field in solids under variable heat transfer coefficient // Journal of Engineering Physics. – 1965, T. 9, №1. – S.83–85.
3. Lykov A.V. The theory of heat conduction. – M .: Higher School, 1967. – 600 p.
4. Gorbunov A.D., Ukleina S.V. Analytical calculation of temperature and thermal stresses in the boundary conditions of type II // NMetAU, 2015. – Vyp.6 (21). – P.12–17.
5. Gorbunov A.D, Ukleina S.V. The timing of the inertial period when the boundary condition III kind // Coll. DGTU, №1 (26), 2015. – P. 149–155.
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Published
2016-09-20
How to Cite
Gorbunov, A., Ukleina, S., & Sorohmanyuk, A. (2016). CALCULATION FIELDS OF TEMPERATURE AND THERMAL STRESS IF VARIABLE COEFFICIENTS HEAT AND TEMPERATURE PROTECTION. Thermophysics and Thermal Power Engineering, 38(5), 14-20. https://doi.org/https://doi.org/10.31472/ihe.5.2016.02
Issue
Vol 38 No 5 (2016): Industrial Heat Engineering
Section
Heat and Mass Exchange Processes
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