Simulation and research of factors affecting aerodynamic indices of the gas purification process


A mathematical model is developed that makes it possible to conduct numerical research of the influence of various factors on the hydraulic resistance of a centrifugal gas washer. Theoretical assumptions and a model combining aerodynamics, operating and design parameters of the apparatus are developed. An algorithm of calculating hydraulic resistance is proposed which is used in simulating the process of purification of gas emissions.

About the authors

R. R. Usmanova

Ufa State Technical University of Aviation

Author for correspondence.

Russian Federation

Candidate of Science (Enfineering), Associate Professor

Department of Strength of Materials

V. S. Zhernakov

Ufa State Technical University of Aviation


Russian Federation

Doctor of Science (Enfineering), Professor

Head of the Department of Strength of Materials


  1. Kaplun A.B., Morozov E.M., Olfereva M.A. ANSYS v rukah inzhenera. Prakticheskoe rukovodstvo [ANSYS in the hands of an engineer. Practical Guide]. Moscow: Editorial URSS Publ., 2003. 272 p.
  2. Bass K.A. ANSYS i LMS Virtual Lab. Geometricheskoe modelirovanie [ANSYS and LMS Virtual Lab. Geometrical modeling]. Мoscow: DMK press Publ., 2005. 640 p.
  3. UsmanovaR.R. Dinamicheskiy gazopromyvatel [Dynamic spray scrubber] Patent RF, no. 2339435, 2008. (Published 27.11.2008, bulletin no. 33).
  4. Bulgakov V. K., Potapov I.I. Finde-element high order schemes for the Navier-Stokes problem. Modified SUPG-method // Sbornik trudov 16-y mezhdunarodnoy konferentsii «Matematicheskie metody v tekhnike i tekhnologii» [Collection of papers of the 16th International Conference «Mathematical methods in engineering and technologies»]. V. 1. SPb.: St.-Petersburg GTU, 2003. Р.129-132. (In Russ.)
  5. Goncharov A.L., Frjazinov I.V. Construction of monotonous difference circuit designs for Navier-Stokes equations on nine-dot templates. М: Institute of Applied Mathematics named after M.V. Keldysh of the Russian Academy of Sciences, 1986. N 93. P.14-16. (In Russ.)
  6. Goncharov A.L., Frjazinov I.V.
  7. Difference circuit designs on nine-dot cross templates for Navier-Stokes equations in variables speed - pressure. М: M.V. Keldysh Institute of Applied Mathematics of the Russian Academy of Sciences, 1986. No 53. P. 17. (In Russ.)
  8. Sazhin B.S., Sazhin V.B., Akulich A.V. Mathematical modelling of gas flow in the separation zone of a concurrent vortex apparatus in terms of the kT  turbulence model // Theoretical foundations of chemical engineering. 2001. V. 35, no 5. P. 447-452.
  9. Panov A.K.,
  10. Usmanova R.R., Minsker K.S. Increasing the efficiency of the process of clearing smoke fumes of refire kilns // Khimicheskaya promyshlennost' segodnya. 2003. No 9. P. 43-46. (In Russ.)
  11. Idelchik I.E. Gidravlicheskie soprotivleniya (fiziko-mekhanicheskie osnovy) [Hydravlic resistances (physic mechanical bases)]. Moscow, 1954. 316 p.
  12. Tarasova L.A., Terekhov M.A., Troshkin O.A. Calculation of hydraulic resistance for vortex apparatus // Chemical and Petroleum Engineering. 2004. No 2. P.11-12.
  13. Idelchik I.E. Hydraulic resistance of cyclone separators, its definition, magnitude and ways of reducing // Mekhanicheskaya ochistka promyshlennykh gazov. Мoscow: Chem. Eng. Sci. Publ., 1974. P. 135-159. (In Russ.)



Abstract - 66

PDF (Russian) - 35

Article Metrics

Metrics Loading ...




  • There are currently no refbacks.

Copyright (c) 2015 VESTNIK of the Samara State Aerospace University

This website uses cookies

You consent to our cookies if you continue to use our website.

About Cookies