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2021 | OriginalPaper | Buchkapitel

Mathematical Description of the Two-Phase Flow Motion at the Outlet of the Vertical Acceleration Tube of a Jet Mill with a Plane Grinding Chamber of Torus-Shaped Form

verfasst von : V. G. Dmitrienko, V. P. Voronov, E. G. Shemetov, O. M. Shemetova

Erschienen in: Environmental and Construction Engineering: Reality and the Future

Verlag: Springer International Publishing

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Abstract

Nowadays building material industry as well as other industry branches exercise bigger demand to use powders with high dispersion. Jet mills are used to produce such powders, that’s why development of new jet mill designs, increase of grind efficiency, reduction of specific energy consumption is an important objective. This article provides a mathematic description of the two-phase flow motion at the outlet of the vertical acceleration tube of a jet mill with a plane grinding chamber of torus-shaped form. The part of the acceleration tube above the impact plate is essential for grinding, as the initial particle grind occurs at this very section, in the grind chamber. Moreover, the initial grind defines the size of particles, that are further reground at the mill chamber. As the result of theoretical calculations a formula, that enables to define the height of an acceleration tube from the baffle element at the specified velocity parameters of the two-phase flow. The article also contains the graph, that shows how particle velocity depends on the current (specific) height point (value) of the acceleration tube. This graph shows that particle size strongly affects the way they move in the grind chamber. Using the formula we can calculate the effective propulsion range of particles, depending on theirs’ size, by presuming they have the maximum velocity.

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Metadaten
Titel
Mathematical Description of the Two-Phase Flow Motion at the Outlet of the Vertical Acceleration Tube of a Jet Mill with a Plane Grinding Chamber of Torus-Shaped Form
verfasst von
V. G. Dmitrienko
V. P. Voronov
E. G. Shemetov
O. M. Shemetova
Copyright-Jahr
2021
DOI
https://doi.org/10.1007/978-3-030-75182-1_26