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Vol 48 Iss. 3
Pages:
110-114
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RUS
Article

On the motion of unbounded vertical two-component flow

Authors:
R. I. Shkadov
Date submitted:
1967-09-19
Date accepted:
1967-11-25
Date published:
1968-07-02

Abstract

Let us consider a two-component medium, for example, a mixture of gas or liquid and suspended particles. We will take into account the interaction between them according to the linear or quadratic law. The fluid motion is assumed to be one-dimensional (vertical), steady and laminar. The flow extends wide enough in horizontal directions, so that no vertical walls are considered. Of particular importance is the choice of continuity equations. In the author's works, an attempt was made to use continuity equations specially derived for the case under consideration, but the difficulties of extending them to three-dimensional space forced the author to switch to the generally accepted continuity equations.

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References

  1. Barenblatt G. I. On the motion of suspended particles in a turbulent flow. Applied Mathematics and Mechanics, vol. 18, 1953.
  2. Lyashchenko P. V. Gravity methods of enrichment. Gostoptekhizdat, 1940.
  3. Neronov N. P. On the condition of continuity in hydrodynamics. Journal of Mining Institute, vol. XLIV, iss. 3, 1964.
  4. Shkadov R. I. On the Motion of Suspended Particles in a Gas Flow. Journal of Mining Institute, vol. XXXVI, iss. 3, 1958.
  5. Shkadov R. I. On the Motion of Suspended Particles in a Gas Flow. Journal of Mining Institute, vol. XXXVII, iss. 3, 1961.
  6. Shkadov R. I. About some cases of laminar motion of a mixture of viscous liquid with solid particles. Journal of Mining Institute, vol. XLIV, iss. 3, 1964.

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