PROBLEM FOR THE THREE-DIMENSIONAL HEAT EQUATION IN AN UNBOUNDED AND FINITE CYLINDER

Authors

  • Kabirova Navro’za teacher of the department of "Native language and mathematics in primary education" of the Termez State Pedagogical Institute

Keywords:

heat equation , temperature , coordinate, radius, boundary conditions, initial conditions, Fourier method, coefficients, Bessel function .

Abstract

 This paper investigates the solution of the problem for three-dimensional heat equation in an unbounded and finite cylinder.

References

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Published

2024-11-13

How to Cite

Kabirova Navro’za. (2024). PROBLEM FOR THE THREE-DIMENSIONAL HEAT EQUATION IN AN UNBOUNDED AND FINITE CYLINDER. Ethiopian International Journal of Multidisciplinary Research, 11(11), 255–261. Retrieved from https://eijmr.org/index.php/eijmr/article/view/2121