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Material distribution in the channel heightin critical regimes of vertical two-phase flows
https://doi.org/10.17073/1683-4518-2023-3-9-12
Abstract
Many problems arising at the development of a mathematical model of critical regimes of two-phase flows are connected with the necessary account for differently directed motion of particles at all levels of the channel simultaneously. These problems were solved by developing a discrete-stationary model of the process. Recurrent equations allowing us to determine solid phase distribution both in ordinary conditions and in optimal separation regimes were derived and solved. Ill. 1. Ref. 3.
References
1. Barsky, E. Statistical parameters of separation processes / E. Barsky, M. Barsky // Refract. Ind. Ceram. ― 2020. ― Vol. 60, № 6. ― Р. 548‒554.
2. Барский, Е. М. Статистические параметры сепарационных процессов / Е. М. Барский, М. Д. Барский // Новые огнеупоры. ― 2019. ― № 11. ― С. 28‒33.
3. Barsky, E. Entropic invariants of two-phase flows / E. Barsky. ― Elsevier, 2014. 3. Barsky, E. A mathematical мodel for сascade separation in identical stages of the separator. Progress in industrial mathematics / E. Barsky, M. Buikis. ― Springer, 2004. ― P. 229‒233
Supplementary files
For citation: Barsky E. Material distribution in the channel heightin critical regimes of vertical two-phase flows. NOVYE OGNEUPORY (NEW REFRACTORIES). 2023;(3):9-12. https://doi.org/10.17073/1683-4518-2023-3-9-12
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