Submit an Article
Become a reviewer
Vol 8
Pages:
250-265
Download volume:
RUS
Article

On some problems of dynamics related to the mining and mineral processing industry

Authors:
N. P. Neronov
Date submitted:
1933-07-07
Date accepted:
1933-09-04
Date published:
1934-01-01

Abstract

We shall confine ourselves to considering a ball mill consisting of a cylindrical drum with a horizontal axis of rotation and loaded with a mixture of balls and ore. The motion of a ball in a ball mill can be divided into three periods. During the first period, the ball has no relative motion with respect to the rotating drum and moves as if rigidly connected to the latter. In the second period, the ball separates from the drum wall but still rests on the ball below it, moving along the latter. Finally, the third period begins at the moment when the moving ball leaves the lower ball. Studying the motion of the ball during the first and third periods presents no difficulties. Therefore, the subject of further investigation is only the second period. The motion of the ball under consideration takes place in a vertical plane perpendicular to the axis of rotation of the drum.

Область исследования:
(Archived) Articles
Funding:

None

Go to volume 8

References

  1. L.B. Levenson. The Spiral Separator, 1925, p. 49-50, 53. (in Russian)
  2. Goursat, Cours d'Analyse mathematique, vol. II, p. 364, No. 383.
  3. I.V. Meshchersky. Dynamics of a Point of Variable Mass. (in Russian)

Similar articles

Parasitic craters that appeared emerged in 1932 at the foot of the Klyuchevskoi volcano in Kamchatka
1934 V. S. Kulakov
Line of position and errors of point position
1934 N. G. Kell
Ways Paths of development of crystallography and its modern contemporary tasks
1934 V. V. Doliovo-Dobrovol'skii
Classification, nomenclature and symbolism of 32 types of symmetry in crystallography
1934 A. K. Boldyrev, V. V. Doliovo-Dobrovol'skii
On one case of irrotational continuous flow past an algebraic contour by an infinite plane stream
1934 N. P. Neronov
Stresses in an isolated sphere
1934 B. Lunin