Preview

Fine Chemical Technologies

Advanced search

The multivariate calculation of material balances of flowsheets for separating ternary mixtures of different physical-chemical nature

https://doi.org/10.32362/2410-6593-2016-11-3-47-57

Full Text:

Abstract

An approach to the determination of free variables required for calculating the material balance of the flowsheet of ternary mixtures separation is presented. Phase diagrams of the considered ternary systems are characterized by the presence of a two-phase splitting area and by the presence of different amounts of azeotropes (classes 3.1.0, 3.1.1, 3.2.1 and 3.3.1). For all the systems flowsheets containing three rectification columns and a florentine vessel for separation were suggested. The multivariance of the solution of the balance problem was shown. The approach was illustrated by the example of real ternary systems characterized by different phase diagrams (methanol - chloroform - water, butyl alcohol - water - toluene, nitromethane - hexane - water). The parameters of the rectification columns were presented.

About the Authors

A. V. Frolkova
Московский технологический университет (Институт тонких химических технологий)
Russian Federation
Moscow, 119571 Russia


M. A. Ablizin
Московский технологический университет (Институт тонких химических технологий)
Russian Federation
Moscow, 119571 Russia


M. A. Mayevskiy
Московский технологический университет (Институт тонких химических технологий)
Russian Federation
Moscow, 119571 Russia


A. K. Frolkova
Московский технологический университет (Институт тонких химических технологий)
Russian Federation
Moscow, 119571 Russia


References

1. Gibbs D.V. Termodinamika, statisticheskaya mekhanika (Thermodynamics, statistical mechanics). M.: Nauka, 1982. 384 p.

2. Seader J. D., Henley E. Separation process principles. NY: John Wiley & Sons, 1998. 920 p.

3. Henley E., Seader J.D. Equilibrium Stage Separation operation in Chemical Engineering. NY : John Wiley & Sons, 1956. 768 p.

4. Gilliland S.R., Reed C.F. // Ind. Eng. Chem. (Journal of Industrial & Engineering Chemistry). 1942. V. 34. № 5. P. 551–557.

5. Khakhin L.A., Raeva V.M., Frolkova A.K. // Uchyonye zapiski MITHT. 2004. № 11. P. 84–91.

6. Serafimov L.A., Frolkova A.K., Khakhin L.A. Pravilo faz Gibbsa (The Gibbs phase rule): textbook. M.: MITHT, 2008. 48 p.

7. Khakhin L.A. Razrabotka ehntropijnoj ocenki raboty rektifikacionnykh kolonn i funkcional'nykh kompleksov (The development of the entropy performance evaluation of distillation columns, and functional complexes): abstract of the PhD dissertation. M., 2009. 219 p.

8. Serafimov L.A., Timofeev V.S., Balashov M.I. // Acta Chim. Acad. Sci. Hung. 1973. V. 75. № 2. P. 193–211.

9. Frolkova A.K., Serafimov L.A., Pavlenko T.G. // Theoretical Foundations of Chemical Engineering. 1992. V. 26. № 2. P. 281–286.

10. Frolkova A.V., Frolkova A.K., Klindukhova A.G., Vityukov S.A. // Tonkie Khimicheskie Tekhnologii (Fine Chem. Tech.). 2015. V. 10. № 4. P. 22–28.

11. Zharov V.T., Serafimov L.A. Fizikokhimicheskie osnovy distillyacii i rektifikacii (Physicochemical fundamentals of distillation and rectification). L.: Khimiya, 1975. 238 p.

12. Timofeev V.S., Serafimov L.A., Timoshenko A.V. Principy tekhnologii osnovnogo organicheskogo i neftekhimicheskogo sinteza (The principles of technology of basic organic and petrochemical synthesis): textbook for high schools. M.: Vysshaya shkola, 2010. 408 p.

13. Frolkova A.K. Razdelenie azeotropnykh smesej. Fiziko-khimicheskie osnovy i tekhnologicheskie priemy (Physico-chemical principles and technological methods): monograph. M.: Gumanitar. Izd. Centr VLADOS, 2010. 192 p.

14. Serafimov L.A. // Zhurn. fiz. khimii. 1970. T. 44. № 4. P. 1021–1027.

15. Frolkova A.K. Teoreticheskie osnovy razdeleniya mnogokomponentnykh mnogofaznykh sistem s ispol'zovaniem funkcional'nykh kompleksov (Theoretical

16. basis of separation of multicomponent multiphase systems using functional complexes): abstract of the Dr.Sc. dissertation. M.: MITHT, 2000. 364 p.

17. Serafimov L.A., Frolkova A.V., Illarionov V.V. // Vestnik MITHT (Fine Chem. Tech.). 2011. V. 6 № 2. P. 98–103.

18. Frolkova A.V., Vityukov S.A., Frolkova A.K. The separation of ternary system isopropyl alcohol – 1.2-dichloroethane – water in rectification complex with Florentine vessel // XV Int. Sci. Conf. «High-Tech in Chemical Engineering-2014». Zvenigorod, September 2014. М.: MITHT, 2014. P. 37.

19. Uehjles S. Fazovye ravnovesiya v khimicheskoj tekhnologii (Phase equilibrium in chemical engineering): in 2 parts. M.: Mir, 1989. 664 p.

20. Ogorodnikov S.K., Lesteva T.M., Kogan V.B. Azeotropnye smesi (Azeotropic mixtures): a handbook / Ed. by prof. V.B. Kogan. L.: Khimiya, 1971. 1407 p.

21. Vicente Gomis, Alicia Font Mar´ıa Dolores Saquete, Jorge Garc´ıa-Cano. // Fluid Phase Equilibria. 2015. V. 385. P. 29–36.

22. Stephenson R.M. // J. Chem. Eng. Data. 1992. V. 37. P. 80–95.

23. Koroleva T.A., Tarasova M.N., Lazutkina Yu.S. Izuchenie osnovnykh fiziko-khimicheskikh svojstv butanol'no-toluol'noj smesi v proizvodstve lakokrasochnykh materialov (The study of the main physico-chemical properties butanone-toluene mixture in the manufacture of paints) // Gorizonty obrazovaniya. Nauchno-obrazovatel'nyj zhurnal AltGU. 2007. Iss. 9. Materials of the 4th all-Russian Scientific-technical Conf. of students, postgraduates and young scientists «Science and young people – 2007». Section «Chemical engineering and environmental engineering». P. 2–3.

24. Rawat B.S., Gupta S.K., Nanoti S.M., Krishna R. // Fluid Phase Equilibria. 1987. V. 38. P. 155–161.

25. Merclin R.V. // Zhurn. obshchej khimii. 1938. V. 8 № 17. P. 1742–1755.

26. Frolkova A.V., Klindukhova A.G., Frolkova A.K. Realizaciya predel'nykh chetkikh razdelenij smesej v neodnorodnykh kompleksakh: teoriya i raschet (The implementation limit of a clear separation of mixtures in inhomogeneous systems: theory and design) // Abstracts of VI all-Russian youth scientific-technical conference «High Chemical Technologies – 2015». Moscow. November 11-12, 2015. P. 30–31.


Review

For citations:


Frolkova A.V., Ablizin M.A., Mayevskiy M.A., Frolkova A.K. The multivariate calculation of material balances of flowsheets for separating ternary mixtures of different physical-chemical nature. Fine Chemical Technologies. 2016;11(3):47-57. https://doi.org/10.32362/2410-6593-2016-11-3-47-57

Views: 422


ISSN 2410-6593 (Print)
ISSN 2686-7575 (Online)