Abstract: The authors discuss dynamics of gas bubble and mineral particle in low-viscous fluid. The particle–bubble interaction model represents a system of associated differential algebraic equations. Dynamics of the disturbed system is described using the Lagrangian method. The model takes into account oscillations of bubble surface and attached solid cylindrical particle in the infinitive volume of perfect incompressible liquid. The capillary force retaining the particle on the bubble is governed by the meniscus shape which conditions the wetting angle. The Legendre series expansion is used to represent small axially symmetrical oscillations of the particle–bubble system. The potential and kinetic energies of the system are expressed in terms of the coefficient of this series. The resultant eddy-free velocity field allows including the viscosity effect with regard to the local rates of energy dissipation.

Cite: Kondrat’ev S.A. , Moshkin N.P.
The Particle–Bubble Behavior in Flotation in Low-Viscous Liquid
Journal of Mining Science. 2024. V.60. N1. P.133–143. DOI: 10.1134/S1062739124010150 WOS Scopus OpenAlex

Original: Кондратьев С.А. , Мошкин Н.П.
ПОВЕДЕНИЕ ФЛОТАЦИОННОГО КОМПЛЕКСА “МИНЕРАЛЬНАЯ ЧАСТИЦА - ПУЗЫРЕК” В СЛАБОВЯЗКОЙ ЖИДКОСТИ В ПРОЦЕССЕ ФЛОТАЦИИ
Физико-технические проблемы разработки полезных ископаемых. 2024. №1. С.143-154. DOI: 10.15372/FTPRPI20240115 РИНЦ

Dates:

Accepted:	Jan 24, 2024
Published print:	Jul 2, 2024

Identifiers:

Web of science:	WOS:001261446400016
Scopus:	2-s2.0-85197446116
OpenAlex:	W4400227401

Citing: Пока нет цитирований

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