A model of redistribution of dopant in a multilayer structure with changing overgrowth regime

In this paper, we analyzed the redistribution of dopants in a multilayer structure during the overgrowing of a doped area. The effect of changing of regimes of overgrowing of the doped area on the redistribution of dopant was analyzed. An analytical approach for analysis of the redistribution of dop...

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Main Author: E. L. Pankratov
Format: Article
Language:English
Published: World Scientific Publishing 2024-12-01
Series:International Journal of Mathematics for Industry
Subjects:
Online Access:https://www.worldscientific.com/doi/10.1142/S2661335224500047
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author E. L. Pankratov
author_facet E. L. Pankratov
author_sort E. L. Pankratov
collection DOAJ
description In this paper, we analyzed the redistribution of dopants in a multilayer structure during the overgrowing of a doped area. The effect of changing of regimes of overgrowing of the doped area on the redistribution of dopant was analyzed. An analytical approach for analysis of the redistribution of dopant was introduced. The approach makes it possible to take into account the changing parameters of the considered process in space and time together, as well as the nonlinearity of the mass transport.
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publishDate 2024-12-01
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series International Journal of Mathematics for Industry
spelling doaj-art-c9aa989ed91941cdbb681a5e0777b6792025-01-31T06:15:28ZengWorld Scientific PublishingInternational Journal of Mathematics for Industry2661-33522661-33442024-12-01160110.1142/S2661335224500047A model of redistribution of dopant in a multilayer structure with changing overgrowth regimeE. L. Pankratov0Nizhny Novgorod State University, 23 Gagarin Avenue, Nizhny Novgorod 603950, RussiaIn this paper, we analyzed the redistribution of dopants in a multilayer structure during the overgrowing of a doped area. The effect of changing of regimes of overgrowing of the doped area on the redistribution of dopant was analyzed. An analytical approach for analysis of the redistribution of dopant was introduced. The approach makes it possible to take into account the changing parameters of the considered process in space and time together, as well as the nonlinearity of the mass transport.https://www.worldscientific.com/doi/10.1142/S2661335224500047Multilayer structureion dopingovergrowthanalytical approach for modeling
spellingShingle E. L. Pankratov
A model of redistribution of dopant in a multilayer structure with changing overgrowth regime
International Journal of Mathematics for Industry
Multilayer structure
ion doping
overgrowth
analytical approach for modeling
title A model of redistribution of dopant in a multilayer structure with changing overgrowth regime
title_full A model of redistribution of dopant in a multilayer structure with changing overgrowth regime
title_fullStr A model of redistribution of dopant in a multilayer structure with changing overgrowth regime
title_full_unstemmed A model of redistribution of dopant in a multilayer structure with changing overgrowth regime
title_short A model of redistribution of dopant in a multilayer structure with changing overgrowth regime
title_sort model of redistribution of dopant in a multilayer structure with changing overgrowth regime
topic Multilayer structure
ion doping
overgrowth
analytical approach for modeling
url https://www.worldscientific.com/doi/10.1142/S2661335224500047
work_keys_str_mv AT elpankratov amodelofredistributionofdopantinamultilayerstructurewithchangingovergrowthregime
AT elpankratov modelofredistributionofdopantinamultilayerstructurewithchangingovergrowthregime