Steklo i Keramika (Glass and Ceramics). Monthly scientific, technical and industrial journal

 

ISSN 0131-9582 (Online)

  • Continuous numbering: 1085
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Heading: Science for glass production

Mathematical models of the dynamics of temperature fields during annealing of glassware of complex configuration are presented on the example of container glass of cylindrical-conical and prismatic-cylindrical shapes. Critical areas corresponding to the minorant and majorant of the thermal field were identified. The results of computer simulation of the dynamics of thermal fields of glassware are presented.
Lalykin N.V., Mazurin O.V. Mathematical model of the glass annealing process // Glass and ceramics. 1984.? 1.C. 13? 15. ? Lalykin NV, Mazurin OV A mathematical model for the process of annealing flat glass // Glass and Ceram. 1984. V. 41. N 1. P. 9? 13.? Rubanov V.G., Filatov A.G. Mathematical model for calculating the temperature field and stresses during annealing of glass pipes // Glass and Ceramics. 1998.? 6.C.3? 5. ? Rubanov VG, Filatov AG Mathematical model for calculating the temperature field and stresses in glass tubes upon annealing // Glass and Ceram. 1998. V. 55. N 5? 6.P. 171? 173.? Rubanov V.G., Filatov A.G. Mathematical model of annealing process of building glass blocks // Glass and ceramics. 1998.? 7.C. 8? 10. Rubanov VG, Filatov AG Optimization of the process of annealing glassware. Steklo i keramika. 1997.? 8.C. 3? 6. ? Rubanov VG, Filatov AG Optimization of glass annealing // Glass and Ceram. 1997. V. 54. N 7? 8.P. 231? 234.? Nekrasova E.I. Mathematical modeling of heat transfer in the manufacture of cylindrical hollow glass products. 1996.? 5.C. 6? 7. ? Nekrasova EI Mathematical modeling of heat exchange in the production of hollow cylindrical glass articles // Glass and Ceram. 1996. V. 53. N 5. P. 133? 134.? Shutov A.I. Investigation of two-stage cooling modes on the properties of sheet glass. Vestnik BGTU im. V.G.Shukhov. 2003.? 6.C. 431? 436. Seuthe T., Mermillod-Blondin A., Grehn M. et al. Structural relaxation phenomena in silicate glasses modified by irradiation with femtosecond laser pulses // Scientific Reports. 2017. V. 7. P. 43815. Krasnoperov I. S., Suvorov E. V. Substantiation of the choice of the temperature control point for modeling multilayer glass. tr. XX MNTK? Mathematical Methods in Engineering and Technology ?. Yaroslavl, 2007. T. 7. P. 283? 285. Makarov RI, Khorosheva ER Control of the annealing process in the production of sheet glass by the float method // Glass and ceramics. 2017.? 1.C. 17? 19. ? Makarov RI, Khorosheva ER Control of the Annealing Process in the Production of Sheet Glass by the Float Method // Glass and Ceram. 2017. V. 74. N 1? 2.P. 16? 17.? Demidovich B.P., Morin I.A.Foundations of computational mathematics. Moscow: Nauka, 1996.665 p.

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Rubanov V. G., Velichko D. V., Lutsenko O. V. Mathematical simulation of temperature field dynamics in complex shaped glassware annealing. Steklo i keramika. 2018:91(5):3-8. (in Russ). UDK 666.1.038:691.618.54