Dr. Svetlana A. Mustafina
Dean, ProfessorBashkir State University, Russia
Highest Degree
Ph.D. in Mathematics from Bashkir State University, Russia
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Area of Interest:
Selected Publications
- Shaimukhametov, D.R., S.I. Mustafina, D.V. Shaimukhametova and S.A. Mustafina, 2018. Neural network modelling of the process of methylbutene dehydranation into isoprene. ARPN J. Eng. Applied Sci., 13: 8499-8504.
- Mustafina, S., O. Larin and S. Mustafina, 2018. Study of accuracy in chemical kinetics problems. Entomol. Applied Sci. Lett., 5: 59-63.
- Mikhailova, T., S. Mustafina, V. Mikhailov and S. Mustafina, 2018. Automation of control's process of macro of microsoft excel file for data processing of chemical experiments. Entomol. Applied Sci. Lett., 5: 21-26.
Direct Link | - Medvedeva, O.A., S.I. Mustafina, I.V. Grigoryev and S.A. Mustafina, 2018. Direct modeling of chemical processes in conditions of uncertainty of initial data. Int. J. Eng. Technol., 7: 556-560.
- Shaimukhametova, D., S. Mustafina and D. Shaimukhametov, 2017. The theoretical optimization of the process of dehydrogenation of methylbutenes with the deactivation of the catalyst. ARPN J. Eng. Applied Sci., 12: 1692-1693.
Direct Link | - Mikhailova, T., S. Mustafina and I. Grigoryev, 2017. Numerical study of copolymer composition and compositional heterogeneity during the synthesis of butadiene-styrene rubber. Int. J. ChemTech Res., 10: 1031-1036.
- Grigoryev, I., T. Mikhailova and S. Mustafina, 2017. Study of the styrene and maleic anhydride copolymerization process by mathematical modeling methods. ARPN J. Eng. Applied Sci., 12: 1561-1566.
Direct Link | - Mustafina, S., R. Ikramov and O. Larin, 2016. Numerical investigation of the 7-stage belousov-zhabotinskii's reaction model. Int. J. Chem. Sci., 14: 1613-1620.
Direct Link | - Mustafina, S. and R. Ikramov, 2016. Numerical investigation of Belousov-Zhabotinsky reaction using the two-phase method rosenbrock with complex coefficients. ARPN J. Eng. Applied Sci., 11: 12843-12846.
Direct Link | - Ikramov, R.D. and S.A. Mustafina, 2016. Numerical study of the oregonator models on the basis of the two-phase rozenbrock's method with complex coefficients. Eng. J., 20: 155-163.
Direct Link | - Gulnaz, S., G. Igor and M. Svetlana, 2016. Comparative analysis of numerical solution of optimal control problems. Int. J. Pure Applied Math., 110: 645-649.
- Grigoryev, I., E. Miftakhov and S. Mustafina, 2016. Mathematical modelling of the copolymerization of styrene with maleic anhydride in a homogeneous environment. Int. J. Chem. Sci., 14: 381-386.
Direct Link | - Grigoryev, I. and S. Mustafina, 2016. Global optimization of functions of several variables using parallel technologies. Int. J. Pure Applied Math., 106: 301-306.
- Mustafina, S.A., R.D. Ikramov and V.A. Vaytiev, 2015. Semi-analytical approach to the fixed systems of differential equations solution on the example of the oscillating model of the Belousov-Zhabotinsky reaction. Int. J. Applied Eng. Res., 10: 18357-18361.
- Mustafina, S.A. and D.V. Shaimukhametova, 2015. Modeling of the kinetics of the dehydrogenation of cyclohexane in a changing catalyst activity. Int. J. Applied Chem., 11: 163-166.
Direct Link | - Mustafina, S.A., V.A. Vaytiev and E.V. Stepashina, 2014. Search the kinetic parameters of the reduced scheme of a-methylstyrene dimerization reaction. ARPN J. Eng. Applied Sci., Vol. 9. .
- Mustafina, S.A., R.S. Davletshin and S.I. Spivak, 2014. Mathematical modeling of gas-liquid process in tubular reactors. Int. J. Applied Eng. Res., 9: 1453-1459.
- Mustafina, S.A., E.N. Miftakhov and T.A. Mikhailova, 2014. Solving the direct problem of butadiene-styrene copolymerization. Int. J. Chem. Sci., 12: 564-572.
Direct Link | - Mikhailova, T.A., E.N. Miftakhov and S.A. Mustafina, 2014. Mathematical simulation study of copolymer composition and compositional heterogeneity during the synthesis of emulsion-type butadiene-styrene rubber. Int. J. Chem. Sci., 12: 564-572.
- Ikramov, R.D. and S.A. Mustafina, 2014. Search numerical study of the Belousov-Jabotinsky's reaction models on the basis of the two-phase Rozenbrock's method with complex coefficients. Int. J. Applied Eng. Res., 9: 12797-12801.