Oleksii Voloshyn, Mykola Biliaiev, Viktoriia Biliaieva, Vitalii Kozachyna, Oleksandr Berlov, Tetyana Rusakova, Ivan Kalashnikov. Numerical model to simulate ventilation of dead-end mine working with brattice

Geoteh. meh. 2020, 154, 223-228

https://doi.org/10.1051/e3sconf/202016800066

 

NUMERICAL MODEL TO SIMULATE VENTILATION OF DEAD-END MINE WORKING WITH BRATTICE

1Oleksii Voloshyn, 2Mykola Biliaiev, 3Viktoriia Biliaieva, 2Vitalii Kozachyna, 4Oleksandr Berlov, 3Tetyana Rusakova, 5Ivan Kalashnikov

1Institute of Geotechnical Mechanics named by N. Poljakov of National Academy of Sciences of Ukraine,2Dnipro National University of Railway Transport named after academician V. Lazaryan, 3Oles Honchar Dnipro National University, 4Prydniprovska State Academy of Civil Engineering and Architecture, 5Kharkiv Branch Office "Design and Research Institute of Railway Transport" of the Public Joint Stock Company "Ukrainian Railway"

Language: English

Abstract. A computational model to simulate ventilation of a dead-end mine working with line brattice has been developed. To solve fluid dynamics problem, i.e. to compute flow pattern, model of inviscid flow has been used. That allows to compute quickly air flow pattern. To simulate dust dispersion in the dead-end mine working with brattice two-dimensional equation of mass transfer has been used. Numerical integration of Laplas equation for the velocity potential has been carried out using Samarski two steps difference scheme of splitting. Proposed CFD model allows quick computing of dust dispersion in the dead-end mine working with brattice. Markers (porosity technique) have been used to create the complex geometrical form of computational domain. Results of numerical experiments which had been performed on the basis of the developed CFD model have been presented.

REFERENCES

1. Kalabin, G.V., Baklanov, A.A., Amosov, P.V. (1990). Method of dead-end mine working aerodynamics calculation on the base of mathematical modeling. Phiziko-tehnichesskiye problem razrabotki poleznykh iskopayemykh, 1, 74-88

2. Kremenchutskiy, N.F., Mukha, O.A, Stolbchenko, Ye.V. (2011). Calculation of dead-end mine working ventilation with usage of differential equations. Naukovii visnyk natsionalnogo girnychogo universytetu, 2, 136-139

3.Feroze T., Genc B. A CFD model to evaluate variables of line brattice ventilation system in empty heading. The Journal of the Southen African Institute of Mining and Metalurgy, 117 (2017). https://doi.org/10.17159/2411-9717/2017/v117n2a1

4. Aminossadati, S.M., Hooman, K. (2008). Numerical simulation of ventilation air flow in underground mine workings. In: North American Mine Ventilation Symposium

5. Kurnia, J.C., Sasmito, A.P., Mujumdar, A.S. (2014). CFD Simulation of Methane Dispersion and Innovative Methane Management in Underground Mining Faces. Applied Mathematical Modelling. https://doi.org/10.1016/j.apm.2013.11.067

6. S. Aminossadati, K. Hooma. Numerical simulation of ventilation air flow in underground mine workings. Retrieved from; https://www.researchgate.net/publication/43494851_Numerical_simulation_of_ventilation_ air_flow_in_underground_mine_workings

7. Loytszyanskii, L.G. (2003). Mechanics of liquid and gas. Moscow: Drofa

8. Biliaieva, V.V., Kirichenko, P.S., Gunko, E.Yu., Bondarenko, I.O., Mashykhina, P.B., Yakubovska, Z.M. (2019). Computer simulation of dead-end mine working ventilation. Science and Transport Progress, 5 (83), 16-25. https://doi.org/10.15802/stp2019/181499

9. Zhurovskii, M.Z., Skopetskii, V.V., Khrysch, V.K., Biliaiev, M.M. (1997). Numerical modeling of pollutant dispersion in environment. Kyiv: Naukova dumka.

10. Biliaiev, M.M., Rusakova, T.I., Kolesnik, V.Ye., Pavlichenko, А.V. (2017). Determination of Areas of Atmospheric Air Pollution by Sulfur Oxide Emissions from Mining and Metallurgical and Energy Generating Enterprises. Naukovii visnyk natsionalnogo girnychogo universytetu, 3, 100-106

11. Marchuk, G.I. (1982). Mathematical modeling in problem of environment. Moskva: Nauka

12. Samarskii, A.A. (1983). Theory of differential schemes. Moskva: Nauka