Application of graph theory to describe the process of oxidative regeneration of catalysts in oil refining processes
https://doi.org/10.23947/2587-8999-2019-1-1-50-59
Abstract
The application of graph theory to describe the various processes of oil refining is an urgent problem. This facilitates the development, analysis and design of production data. In the future, it is possible to obtain qualitative and quantitative characteristics of these processes. This article presents a description using the theory of graph processes for the oxidative regeneration of catalysts of dehydrogenation of butane and catalytic cracking. The obtained regularities using graphs can be used to optimize these processes.
Keywords
About the Authors
Gulshat Ilnurovna IslamovaRussian Federation
Islamova Gulshat Ilnurovna, Institute of Petrochemistry and Catalysis of the Russian Academy of Sciences (141 Oktyabrya Avenue, Ufa, Russian Federation)
Kamila Feliksovna Koledina
Russian Federation
Koledina Kamila Feliksovna, Institute of Petrochemistry and Catalysis of the Russian Academy of Sciences (141 Oktyabrya avenue, Ufa, Russian Federation), Ufa State Petroleum Technological University (1 Kosmonavtov St., Ufa, Russian Federation), Candidate of Science in Physics and Maths, Associate professor
Irek Marsovich Gubaydullin
Russian Federation
Gubaydullin Irek Marsovich, Institute of Petrochemistry and Catalysis of the Russian Academy of Sciences (141 Oktyabrya avenue, Ufa, Russian Federation), Ufa State Petroleum Technological University (1 Kosmonavtov St., Ufa, Russian Federation), Doctor of Science in Physics and Maths, Associate professor
References
1. Korech M. 1964. On methodological problems of technology (Budapest: Altalanos kemiai technolgia I-II resz Tankonyvkiado). p. 23.
2. Korech M. 1959. A kemiai technolgia mint todomany (Munchen: Eloadas a IUPAC Kongresszuson, Munchen) р. 55.
3. Churchman C. W., Ackoff, R. L. and Arnoff, E. L. Introduction to operations. 1957. N.J.,J.Wiley.
4. Kaufmann A., Rudolf A., Istvan K. 1964. Az optimális programozás: módszerek és modellek (Muszaki) p. 103.
5. Cecil H., Chilton H. Cost Engineering in the process. Industries. 1960. Mc.Graw-Hill.
6. Aries R. S. and R.D.Newton. Chemical engineering cost estimation. 1955. Mc.Graw-Hill.
7. Benedek P. and Laszlo A. 1964. A vegyeszmernoki todomany alapjai (Muszaki). p. 62.
8. Kolbel S. Projektierung und Vorkalkulation in der Chemischen Industrie. 1960. Springer.
9. Flamant C. Applications of Graph Theory to Group Structure 1964 N.J. Prentice-Hall. Inc
10. Berge C. 1958. Theore des graphes et ses applicftion. (Paris, Dunod).
11. Gallai T. and König D. A Biographical Sketch. 1990. Theory of finite and infinite graphs.
12. Gubaidullin I. M. 1996. Mathematical simulation of dynamic conditions of oxidative regeneration of catalysts in apparatuses with fixed bed (Extended abstract of Dissertation, Ufa).
13. Masagutov, R.M. Regeneration of catalysts in oil refining and petrochemistry / R.M. Masagitov, B.F. Morozov, B.I. Kutepov. – Moscow, 1987.
14. Akhmetov S. A., Serikov I. R. and Bayazitov M. I. 2006. Technology and equipment for oil refining and gas processing (St. Petersburg).
15. Lipin A. G. 2008. Mathematical modeling of chemical-engineering systems (Ivanovo).
16. Koitka K. 1991. The kinetics of oxidative regeneration of a microspherical cracking catalyst at low coke deposits and modeling of the operation of an industrial reactor (Extended abstract of Dissertation, Moscow).
Review
For citations:
Islamova G.I., Koledina K.F., Gubaydullin I.M. Application of graph theory to describe the process of oxidative regeneration of catalysts in oil refining processes. Computational Mathematics and Information Technologies. 2019;3(1). (In Russ.) https://doi.org/10.23947/2587-8999-2019-1-1-50-59