Optimization by the influenzed status of the volume of thermscreated glass elements of constructions at heating by convective method and heat sources

Fìz.-mat. model. ìnf. tehnol. 2020, 28:6-17

Authors

  • Olexandr Hachkevych Pidstryhach Institute for Applied Problems of Mechanics and Mathematics National Academy of Sciences of Ukraine
  • Mykola Hachkevych Pidstryhach Institute for Applied Problems of Mechanics and Mathematics National Academy of Sciences of Ukraine
  • Adrian Torskyy CENTRE OF MATHEMATICAL MODELLING OF PIDSTRYHACH INSTITUTE FOR APPLIED PROBLEMS OF MECHANICS AND MATHEMATICS NATIONAL ACADEMY OF SCIENCES OF UKRAINE

DOI:

https://doi.org/10.15407/fmmit2020.28.006

Keywords:

thermal regimes in production processes, optimization of the relatively stressed state, thermscreated plastic glass elements, annealing

Abstract

The technique of optimization of the annealing modes of heat-sensitive glass elements is proposed for heating by convective method and heat sources.

References
  1. Grigolyuk, E. I., Podstrigach, Ya. S., Burak, Ya. I. (1979). Optimizaciya nagreva obolochek i plastin. Kiev: Nauk. dumka.
  2. Podstrigach, Ya. S., Kolyan,o Yu. M., Semerak, M. M. (1981). Temperaturnye polya i napryazheniya v elementah elektrovakuumnyh priborov. Kiev: Nauk. dumka.
  3. Hachkevych, O. R., Hachkevych, M. H., Budz, S. F. (2014). Optymizatsiia za napruzhenym stanom rezhymiv nahrivu sklianykh kuskovo-odnoridnykh obolonok. Lviv: In–t prykl. problem mekhaniky i matematyky im. Ya. S. Pidstryhacha NAN Ukrainy.
  4. Norri, D., Friz, Zh. (1981). Vvedenie v metod konechnyh elementov. M.: Mir.
  5. Budz, S. F., Gachkevich, N. G. (1987). Optimizaciya termoobrabotki kusochno-odnorodnyh obolochek ELP s uchetom temperaturnoj zavisimosti harakteristik materiala. Fiziko-himicheskaya mehanika materialov, 5, 111-113.
  6. Hachkevych, O., Irza, Ye, Koziarska, A. (2014). Do metodolohii optymizatsii teplovykh rezhymiv i napruzhenoho stanu v sklianomu vyrobnytstvi. Visnyk donetskoho natsionalnoho universytete, Ser.A: Pryrodnychi nauky, 1, 22-28.
  7. Chernousko, F. M., Banichuk, N. V. (1973). Variacionnye zadachi mehaniki i upravleniya. — M.: Nauka.
  8. Gart, E. L., Gudramovich, V., S. (2016). Proekcionno-iteracionnaya modifikaciya metoda lokalnih variacij dlya zadach s kvadratichnym funkcionalom. Prikladnaya matematika i mehanika, 80(2), 2016, 218-229
  9. Brenner, S. C., Scott, L. R. (1994). The mathematical theory of finite element methods. Springer-Verlag.
  10. Bozhenko, B., Boychuk, V., Hachkevych, O., Hachkevych, M., Kasperski, Z. (Eds.). (2010). Method of optimization of heating treatment of glass-made piecewise-homogeneous shells of revolution with allowance for the temperature sensitivity of allowable stresses. Advances in the Mechanics of in homogeneous media (Ed. by Cz.Wożniak, M. Kuczma, R. Świtka, K. Wilmański), part 2, Coupled fields, chap. 13. Zielona Góra: UZGP.
  11. Baranovskij, V. I., Gusev, V. N., Ivanov, V. N., & Baranovskij, V. I. (1978). Proizvodstvo cvetnyh kineskopov. M.: Energiya.

Published

2020-01-27

How to Cite

Hachkevych, O., Hachkevych, M., & Torskyy, A. (2020). Optimization by the influenzed status of the volume of thermscreated glass elements of constructions at heating by convective method and heat sources: Fìz.-mat. model. ìnf. tehnol. 2020, 28:6-17. PHYSICO-MATHEMATICAL MODELLING AND INFORMATIONAL TECHNOLOGIES, (28, 29), 6–17. https://doi.org/10.15407/fmmit2020.28.006