Please use this identifier to cite or link to this item: http://elartu.tntu.edu.ua/handle/lib/42985
Заглавие: Mathematical modeling of diffusion transfer for charged particles in the layered composite medium
Други Заглавия: Mathematical modeling of diffusion transfer for charged particles in the layered composite medium
Автори: Балабан, Степан Миколайович
Petryk, Oksana
Boyko, Igor
Stoianov, Yurii
Balaban, Stepan
Nestor, Julia
Affiliation: Тернопільський національний технічний університет, вул. Руська, 56, м.Тернопіль, 46001 (UA)
Bibliographic description (Ukraine): Oksana Petryk, Igor Boyko, Yurii Stoianov, Stepan Balaban and Julia Nestor. Mathematical modeling of diffusion transfer for charged particles in the layered composite medium. // ITTAP’2022: 2nd International Workshop on Information Technologies: Theoretical and Applied Problems, November 22–24, 2022, Ternopil, Ukraine, CEUR Workshop Proceedings, 2022, 3309, pp. 436–446. (Scopus/Web of Science)
Bibliographic description (International): Oksana Petryk, Igor Boyko, Yurii Stoianov, Stepan Balaban and Julia Nestor. Mathematical modeling of diffusion transfer for charged particles in the layered composite medium. // ITTAP’2022: 2nd International Workshop on Information Technologies: Theoretical and Applied Problems, November 22–24, 2022, Ternopil, Ukraine, CEUR Workshop Proceedings, 2022, 3309, pp. 436–446. (Scopus/Web of Science)
Conference/Event: ITTAP’2022: 2nd International Workshop on Information Technologies: Theoretical and Applied Problem
Дата на Публикуване: 22-Ное-2022
Date of entry: 7-Дек-2023
Издател: CEUR Workshop Proceedings
Place of the edition/event: Тернопіль
Ключови Думи: Micro- and nanoporous systems,
inhomogeneous cylindrical media,
mass transfer,
inhomogeneous boundary conditions,
interface conditions,
Laplace transformations,
fundamental functions
Number of pages: 11
Page range: 436–446
Start page: 436
End page: 446
Резюме: Using the methods of the integral Laplace transform and fundamental Cauchy functions, for the first time, an exact analytical solution of the mathematical model of the adsorption mass transfer of charged particles for an inhomogeneous cylindrical limited composite medium with a symmetrical cavity and a system of n interface boundaries with specified 2n+2 non stationary mass transfer modes was constructed for the first time. New recurrent algorithms and computational procedures have been developed for constructing influence functions generated by system inhomogeneities, boundary conditions, and a system of interface conditions
URI: http://elartu.tntu.edu.ua/handle/lib/42985
Copyright owner: Oksana Petryk, Igor Boyko, Yurii Stoianov, Stepan Balaban , Julia Nestor
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Content type: Article
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