The first boundary value problem for the nohlinear equation of heat conduction with deviation of the argument

Drin Yaroslav; Drin Iryna; Drin Svitlana; Stetsko Yuriy

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2024-04-29 21:28

SM ISO690:2012

DRIN, Yaroslav, DRIN, Iryna, DRIN, Svitlana, STETSKO, Yuriy. The first boundary value problem for the nohlinear equation of heat conduction with deviation of the argument. In: Electronics, Communications and Computing, Ed. 12, 20-21 octombrie 2022, Chişinău. Chișinău: Tehnica-UTM, 2023, Editia 12, pp. 209-213. DOI: https://doi.org/10.52326/ic-ecco.2022/CS.13

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Electronics, Communications and Computing
Editia 12, 2023

Conferința "Electronics, Communications and Computing"
12, Chişinău, Moldova, 20-21 octombrie 2022

The first boundary value problem for the nohlinear equation of heat conduction with deviation of the argument

DOI:https://doi.org/10.52326/ic-ecco.2022/CS.13

Pag. 209-213

Drin Yaroslav¹, Drin Iryna², Drin Svitlana³, Stetsko Yuriy¹

¹ Yuriy Fedkovych National University of Chernivtsi,
² Chernivtsi Institute of Trade and Economics of Kyiv National University of Trade and Economics ,
³ National University of “Kyiv-Mohyla Academy”

Disponibil în IBN: 3 aprilie 2023

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Rezumat

The initial-boundary problem for the heat conduction equation with the inversion of the argument are considered. The Green’s function of considered problem are determined. The theorem about the Poisson integral limitation is proved. The theorem declared that the Poisson integral determine the solution of the first boundary problem considered and proved.

Cuvinte-cheie
heat nonlinear equation, boundary value problem, Green function, deviation argument