Class of Symmetric Form for a Model of the Hydride Phase Transition
- Authors: Chernov I.A.1
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Affiliations:
- Институт прикладных математических исследований Карельского научного центра РАН
- Issue: Vol 223 (2023)
- Pages: 128-137
- Section: Статьи
- URL: https://bakhtiniada.ru/2782-4438/article/view/270839
- DOI: https://doi.org/10.36535/0233-6723-2023-223-128-137
- ID: 270839
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Abstract
We consider a class of three-dimensional forms that admit a certain group of symmetries and are similar to tubular regions. Boundary-value problems in the invariant form in such domains can be reduced to problems with one spatial variable in a special coordinate system. A class of forms is proposed, their properties are proved, and examples are given.
About the authors
I. A. Chernov
Институт прикладных математических исследований Карельского научного центра РАН
Author for correspondence.
Email: chernov@krc.karelia.ru
Russian Federation, Петрозаводск
References
- Hirscher M. et al. Materials for hydrogen-based energy storage. Past, recent progress and future outlook // J. Alloys Compounds. — 2019. — 827. — 153548.
- Gabis I. E., Chernov I. A. The Kinetics of Binary Metal Hydride Decomposition. — NOVA Science, 2017.
- Mintz M. H., Zeiri Y. Hydriding kinetics of powders // J. Alloys Compounds. — 1994. — 216. — P. 159–175.
- Pang Y., Li Q. A review on kinetic models and corresponding analysis methods for hydrogen storage materials // Int. J. Hydrogen Energy. — 2016. — 41. — P. 18072–18087.
- Sokolnikoff I. S. Tensor Analysis. Theory and Applications to Geometry and Mechanics of Continua. — New York: Wiley, 1964.
- Weyl H. On the volume of tubes // Am. J. Math. — 1939. — 61. — P. 461–472.
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