Модель движения частиц в восходящем потоке по искривленной поверхности
Статья в журнале
Русский
Библиогр.: c. 182 (4)
622.7:532.5(051.2)
33.26я5
частицы; particles; обогащение; еnrichment; восходящий поток воды; upflow of water; угол наклона; tilt angle; точка отрыва; upflow of water
Обогащение полезных ископаемых
C. 179-182
Горный информационно-аналитический бюллетень <br>Mining informational and analitical bulletin
Москва, Издательство "Горная книга"
0236-1493 (print)
Журнал включен в перечен ВАК, входит в систему РИНЦ
Results of experimental of studied the characteristics of the particles moving in an upward flow modeling in a special stand with a curved pipe. Curved pipe allows us to observe the movement of the particles along the surface at different angles of inclination. It has been established that the lamellar particles and are elongated in the flow moving along the inner wall surface of the tube oriented with their long side and increasing the flow rate, they progressively Һcreepһ along the arc of a larger angle of inclination. Then, after reaching a certain angle, the particles dramatically unfold its largest cross section perpendicular to the direction of flow and vented outside of the tube. For the disclosure of the physical picture of the motion of particles in the hydrodynamic environment in these conditions developed model. The conditions of separation of the particle from the inner surface of the pipe at a certain angle of inclination of the surface along which the particle mix up the flattened and elongated forms under the influence of the upstream water. The formula for calculating the angle of separation of particles in a curved surface upstream. The calculations are performed in the system Mathematica. Theoretically calculated angles of avulsion particles are in the range of the experimental data. During the study it was confirmed that particles of the platelet (elongated) shape has a critical angle at which the particle is trapped upflow certain speed.
Модель движения частиц в восходящем потоке по искривленной поверхности / И. А. Матвеева, А. И. Матвеев, Н. Г. Еремеева, В. Е. Филиппов // Горный информационно-аналитический бюллетень. – 2014. – N 10. – C. 179-182.
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