Solving the problem of stationary heat distribution in a complex cylindrical structure by the finite element method

Solving the problem of stationary heat distribution in a complex cylindrical structure by the finite element method

Authors

  • Polatov Askhad
  • Sapayev Shikhnazar

Keywords:

Solving the problem of stationary heat

Abstract

The distribution of the temperature field of elements of three-dimensional structures is examined in the article and the effect of non-homogeneities on the temperature field in three-dimensional axisymmetric structures is studied. Based on the variational statement of the problem, a finite element
model for solving axisymmetric problems of heat distribution in three-dimensional bodies was built based
on the finite element method (FEM); a computational algorithm of the solution and the software were
implemented.

References

H. K. Jalghaf, E. Kovács, I. F Barna and L. Mátyás, Analytical Solution and Numerical Simulation of Heat Transfer in Cylindrical- and Spherical-Shaped Bodies (Computation, Switzerland, 2023), 11(7), pp. 131. https://doi.org/10.3390/computation11070131

A. Polatov, A. Ikramov, S. Jumaniyozov and S. Sapayev, ―Computer simulation of two-dimensional unsteady-state heat conduction problems for inhomogeneous bodies by the FEM‖, in Modern Problems of Applied Mathematics and Information Technology (MPAMIT 2021), AIP Conference Proceedings,2781(020019). https://doi.org/10.1063/5.0144813

Published

2024-06-08

How to Cite

Polatov, A., & Sapayev, S. (2024). Solving the problem of stationary heat distribution in a complex cylindrical structure by the finite element method: Solving the problem of stationary heat distribution in a complex cylindrical structure by the finite element method. MODERN PROBLEMS AND PROSPECTS OF APPLIED MATHEMATICS, 1(01). Retrieved from https://ojs.qarshidu.uz/index.php/mp/article/view/389

Issue

Vol. 1 No. 01 (2024): INTERNATIONAL CONFERENCE

Section

Mathematical modeling