Model of diffusion-drift charge carrier transport in layers with a fractal structure
- Авторы: Rekhviashvili S.S.1, Mamchuev M.O.1, Mamchuev M.O.1
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Учреждения:
- Institute of Applied Mathematics and Automation
- Выпуск: Том 58, № 4 (2016)
- Страницы: 788-791
- Раздел: Low-Dimensional Systems
- URL: https://journal-vniispk.ru/1063-7834/article/view/197329
- DOI: https://doi.org/10.1134/S106378341604020X
- ID: 197329
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Аннотация
A new theoretical (semiempirical) model of diffusion-drift charge carrier transport in layers with a fractal structure based on a partial differential equation with a fractional time derivative has been proposed. It has been shown by numerical calculations that a decrease in the order of the fractional derivative in the presence of the external electric field leads to broadening and asymmetry of the spatial distributions of charge carriers, which physically corresponds to intensification of scattering processes.
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S. Rekhviashvili
Institute of Applied Mathematics and Automation
Автор, ответственный за переписку.
Email: rsergo@mail.ru
Россия, ul. Shortanova 89-A, NalchikKabardino-Balkar Republic, 360000
Murat Mamchuev
Institute of Applied Mathematics and Automation
Email: rsergo@mail.ru
Россия, ul. Shortanova 89-A, NalchikKabardino-Balkar Republic, 360000
Mukhtar Mamchuev
Institute of Applied Mathematics and Automation
Email: rsergo@mail.ru
Россия, ul. Shortanova 89-A, NalchikKabardino-Balkar Republic, 360000
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