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Abstrakt

In the paper, the results of a numerical analysis of KCl and KF particles present in liquid aluminium assimilation to the slag are presented. The authors analysed particle movement in the slag model, which is based on buoyant, capillary, viscosity, Newton and repulsion forces, interfacial tensions at the interface of phases and surface energy during the particle movement through phases boundary. On the basis of the mathematical model, a computer programme was written to make simulations under different conditions. The results of particle position in the slag are presented for different particle radiuses: 1, 5, 10, 20 μm, and constant viscosity of the slag including velocity evolution of the velocity. Another approach was used to indicate the influence of slag viscosity on particle and slag penetration depth. During computations, selected viscosities of slag of 0.0012, 0.0015, 0.0018 [kg/m·s] were taken into account. Different comparisons were made for the chosen particle sizes. Each examination takes into account the impact of the particle type. The results clearly show that for larger particles the penetration depth is greater and viscosity of the slag has an impact on the velocity evolution during assimilation process.
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Bibliografia


[1] Instone, S., Buchholz, A. & Gruen, G. U. (2008). Inclusion transport phenomena in casting furnaces. Light Metals (TMS). 811-816 .

[2] Prillhofer, B., Antrekowitsch, H., Böttcher, H. & Enright, P. (2008). Non-metallic inclusions in the secondary aluminium industry for the production of aerospace alloys. Light Metals (TMS). 603-608.

[3] Johansen, S.T., Gradahl, S. & Myrbostad, E. (1996). Experimental determination of bubble sizes in melt refining reactors. Light Metals (TMS). 1027-1031.

[4] Johansen, S.T., Robertson, D.G.C., Woje, K. & Engh, T.A. (1988). Fluid dynamics in bubble stirred ladles: Part I. Experiments. Metallurgical Transactions B 19, 745-754, DOI: https://doi.org/10.1007/BF02650194.

[5] Nakaoka, T., Taniguchi, S., Matsumoto, K. & Johansen, S. T. (2001). Particle size grouping method of inclusion agglomeration and its application to water model experiments. ISIJ International. 41, 1103-1111. DOI: https://doi.org/10.2355/isijinternational.41.1103.

[6] Saffman, P.G. & Turner, J.S. (1956). On the collision of drops in turbulent clouds. Journal of Fluid Mechanics. 1, 16-30. DOI: https: //doi.org/10.1017/S0022112056000020.

[7] Wang, L., Lee, H. G. & Hayes, P. (1996). Prediction of the optimum bubble size for inclusion removal from molten steel by flotation. ISIJ International. 36, 7-16, DOI: https://doi.org/10.2355/isijinternational.36.7.

[8] Schulze, H. J. (1989). Hydrodynamics of bubble-mineral particle collisions. Mineral Processing and Extractive Metallurgy Review. 5, 43-76. https://doi.org/10.1080/08827508908952644.

[9] Bouris, D. & Bergeles, G. (1998). Investigation of inclusion re-entrainment from the steel-slag interface. Metallurgical and Materials Transactions B. 29, 641-649. DOI: https://doi.org/10.1007/s11663-998-0099-6.

[10] Strandh, J., Nakajima, K., Eriksson, R. & Jonsson, P. (2005). Solid inclusion transfer at a steel-slag interface with focus on tundish conditions. ISIJ International. 45, 1597-1606, DOI: https://doi.org/10.2355/isijinternational.45.1597

[11] Votava, I. & Matiašovský, K. (1973). Measurement of viscosity of fused salts. II. viscosity of molten binary mixtures on the cryolite basis. Chemical Papers. 27(5), 582-587.

[12] Suchora-Kozakiewicz, M. & Jackowski, J. (2017). Evaluation of interfacial tension in the liquid aluminum alloy – liquid slag system. Journal of Casting & Materials Engineering. 1(1), 11-14. DOI: https://doi.org/10.7494/jcme.2017.1.1.11.

[13] Zhang, L. & Taniguchi, S. (2000). Fundamentals of inclusion removal from liquid steel by bubble flotation. International Materials Reviews. 45(2), 59-82. DOI: https://doi.org/10.1179/095066000101528313.

[14] Żak, P. L., Kalisz, D., Lelito, J., Szucki, M., Gracz, B., & Suchy, J. S. (2015). Modelling of non-metallic particles motion process in foundry alloys. Metalurgija. 54(2), 357-360.

[15] Dewing, E.W. (1972). Thermodynamics of the system NaF-AlF3. part III: Activities in liquid mixtures. Metallurgical Transactions B. 3, 499-505, DOI: https://doi.org/10.1007/BF02642055.

[16] Dewing, E. (1970). Thermodynamics of the system NaF-AlF3 part I: The equilibrium 6NaF(s) + Al = Na3AlF6(s) + 3Na. Metall. Transactions. 1, 1691-1694, DOI: https://doi.org/10.1007/BF02642018.

[17] Ransley, C.E. & Neufeld, H. (1950). The solubility relationships in the Al-Na and Al-Si systems. Journal of Institute of Metals. 78, 25-46.

[18] Kvande, H. (1980) Solubility of aluminium in NaF-AlF3-Al2O3 melts. Light Metals. 171-182.

[19] Dewing, E.W. (1980). Thermodynamic functions for LiF-AlF3 mixtures at 1293 k. Metallurgical Transactions B. 11, 245–249, DOI: https://doi.org/10.1007/BF02668408.

[20] Wang, L.T., Zhang, Q.Y., Deng, C.H. & Li, Z.B. (2005). Mathematical model for removal of inclusion in molten steel by injecting gas at ladle shroud. ISIJ International. 45, 1138-1144, DOI: https://doi.org/10.2355/isijinternational. 45.1138.

[21] Suchora-Kozakiewicz, M. & Jackowski, J. (2017). The way of estimating interphase tension in the liquid aluminum alloy – liquid slag. Composites Theory Practice. 17(2), 73-78.

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Autorzy i Afiliacje

P.L. Żak
1
K. Kuglin
2
M. Szucki
3
ORCID: ORCID
D. Kalisz
1
ORCID: ORCID
N. Mrówka
E. Dand

  1. AGH University of Krakow, Krakow, Poland
  2. NPA Skawina Sp. z o. o., Poland
  3. Technische Universität Bergakademie Freiberg, Germany

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