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Название Determining optimum process parameters for gas-dynamic separation of granular materials
DOI 10.17580/tsm.2021.12.01
Автор Tyukin A. P., Yushina T. I.
Информация об авторе

National University of Science and Technology “MISiS”, Moscow, Russia:

A. P. Tyukin, Applicant for a Doctoral Degree at the Department of Minerals and Man-Made Materials Concentration and Processing, Сandidate of Technical Sciences, e-mail: TukinAP@yandex.ru
T. I. Yushina, Head of the Department of Minerals and Man-Made Materials Concentration and Processing, Candidate of Technical Sciences

Реферат

The application of waterless gravity concentration techniques is a lot more limited compared with that of conventional techniques that involve using aqueous medium. Correspondingly, the development, manufacturing and optimization of the equipment and techniques for gas-dynamic separation and classification of granular materials lack the intensity that applies to conventional aqueous circuits. At the same time, during density-based gas-dynamic separation of granular materials, the effective separation mass transfer can be reached when a stable dynamic pressure of the laminar gas flow on the particles in one direction is secured. It is extremely important to define a numerical criterion for gas-dynamic separation efficiency. Together with the difference in the speed of particles of the separated components, the speed ratio serves as a parameter that directly determines the gas-dynamic separation efficiency. With the separator parameters and regime being constant, the separation efficiency can be impacted by two factors:
– presence of particles of various diameters in the fed material of a particular size;
– a differing spherical shape factor of the particle.
This paper describes the results of a series of experiments that confirm the following conclusions:
1) maximum difference in the average speeds of particles of the separated components can be reached when the acceleration channel has a certain length and depends on the physical properties of the particles and the separation regime. It tends to increase as the linear gas speed rises. The limiting factor includes the need to ensure a laminar gas flow, which limits how much its linear speed can be increased;
2) the particle speed ratio is at its maximum when the acceleration has just begun and it then approaches 1 asymptotically. The limiting factor includes a mechanically unstable process of the mixture being fed in the acceleration channel, which does not allow to continuously shorten the acceleration path till the values approach 0.
A practical conclusion was made which says that a gas-dynamic separator should be designed to have an acceleration channel with minimum cross-sectional height and minimum length; and the maximum allowable speed of the working fluid should be specified to prevent its turbulent flow.

Ключевые слова Concentration, gravity techniques, gas-dynamic effect, pneumatic concentration, air, separation, granular bulk materials, flow, mathematical model, modelling
Библиографический список

1. Seagraves R. Innovative device offers solution to waterless mineral processing. Canadian Mining Journal. 2014. June 1. Available at: https://www.canadianminingjournal.com/featured-article/innovative-device-offers-solutionto-waterless-mineral-processing/ (Accessed: 01.12.2021).
2. Chanturiya V. А., Vaisberg L. A., Kozlov А. P. Promising trends in investigations aimed at all-round utilization of mineral raw materials. Obogashchenie Rud. 2014. No. 2. pp. 3–9.
3. Demidov I. V., Dmitriev S. V., Ivanov K. S., Mezenin A. O. On the development of the theory of dry magnetic and electrostatic separation. Obogashchenie Rud. 2018. No. 6. pp. 33–37. DOI: 10.17580/or.2018.06.06.
4. Fogelev V. A. Use of air classification in mineral concentration processes. Zolotodobycha. April 2007. No. 101. Available at: https://zolotodb.ru/article/10219%20%20 (Accessed: 01.12.2021).
5. Glembotskaya T. V. Emergence and development of gravity mineral concentration methods. Ed. by G. D. Krasnov. Academy of Sciences of the USSR, Institute for the Problems of Comprehensive Subsoil Use. Moscow : Nauka, 1991. 253 p.
6. Samygin V. D. Mass transfer in selective flotation units and circuits. Moscow: NITU MISiS, 2017. 365 p.
7. Sue Nelson. How easy will it be to build a Moon base? BBC. Moo. February 2019. Available at: https://www.bbc.com/future/article/20190201-how-easywill-it-be-to-build-a-moon-base (Accessed: 01.12.2021).
8. Gibney E. How to build a Moon base. Researchers are ramping up plans for living on the Moon. Nature. October 2018. Available at: https://www.nature.com/articles/d41586-018-07107-4 (Accessed: 01.12.2021).
9. Tyukin A. P. Developing a combination concentration method for granular materials using aerodynamic and impact separation techniques: Candidate of Technical Sciences dissertation. MISiS, 2013. 151 p.
10. Hancock R. T. Efficiency of classificating. Engineering and Mining Journal. 1920. No. 110. pp. 237–241.
11. Luyken V. Determining the maximum of technical and economic efficiency of the concentration process. Moscow : GONTI, 1932. 121 p.
12. Agegnehu Atena, Tilahun Muche. Modeling and simulation of real gas flow in a pipeline. Journal of Applied Mathematics and Physics. 2016. Vol. 4, No. 8. pp. 1652–1681. DOI: 10.4236/jamp.2016.48175.
13. Liu M. B., Liu G. R., Zhou L. W., Chang J. Z. Dissipative particle dynamics (DPD): An overview and recent developments. Archives of Computational Methods in Engineering. 2015. Vol. 22. pp. 529–556.
14. Ting Ye, Dingyi Pan, Can Huang, Moubin Liu. Smoothed particle hydrodynamics (SPH) for complex fluid flows: Recent developments in methodology and applications. Physics of Fluids. 2019. Vol. 31, Iss. 1. DOI: 10.1063/1.5068697.
15. Derffel K. Statistics in analytical chemistry: Translated from German by L. N. Petrova. Moscow : Mir, 1994. 267 p.
16. Cook L. W., Mishra A. A., Jarrett J. P., Willcox K. E. et al. Optimization under turbulence model uncertainty for aerospace design. Physics of Fluids. 2019. Vol. 31, Iss. 10. DOI: 10.1063/1.5118785.

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