Investigation of dynamic characteristics of the scrubber based dimensional model in the software package ANSYS

• Autorzy: Usmanova R. , Klimecka-Tatar D. , Zaikov G.
• Języki publikacji: EN

Abstrakty

EN

This paper deals with the mathematical modeling of the separation process in the dynamic scrubber with the generation of the model in Ansys CFX software. A model of gas flow and dispersion medium and the hydrodynamic picture of a swirling movements phases is obtained. The conducted research provide an opportunity to predict aerohydrodynamic characteristics of the device at the design stage. Doing so may provide design solutions to such units of the apparatus that could dramatically improve the efficiency of gas cleaning.

Słowa kluczowe

EN

computational domain; dynamic scrubber; swirler; hydraulic resistance

PL

domena obliczeniowa; płuczka dynamiczna; zawirowywacz; opór hydrauliczny

• Wydawca: Oficyna Wydawnicza Stowarzyszenia Menedżerów Jakości i Produkcji
• Czasopismo: Production Engineering Archives
• Rocznik: 2014
• Tom: Vol. 5, No. 4
• Strony: 42--46
• Opis fizyczny: Bibliogr. 9 poz., rys., tab.

Twórcy

autor

Usmanova R.

• Ufa State technical university of aviation 12 Karl Marks str., 450000, Ufa, Bashkortostan, Russia

autor

Klimecka-Tatar D.

• Institute of Production Engineering, Czestochowa University of Technology, Czestochowa, Poland

autor

Zaikov G.

• N.M. Emanuel Institute of Biochemical Physics, Russian academy of sciences, 4 Kosygin str., 119334, Moscow, Russia

Bibliografia

• 1. Kaplun A.B. et al. 2003. ANSYS in the hands of the engineer. A practical guide. Moscow VNIIMP 272.
• 2. Basow K.A. 2005. ANSYS and LMS Virtual Lab. Geometric Modeling. M.: DMK Press, p. 640.
• 3. Patent 2339435 RF, B01 D47/06 dynamically scrubber. R.R. Usmanovа. – Published 27.11.2008. Bull. № 33.
• 4. Bulgakov V.K., I.I. Potapov. 2003. Finite element scheme of the High-order for the Navier-Stokes equations. Modified by the SUPG-method. Sat. proceedings of the 16th International Conference "Mathematical Methods in Engineering and Technology". V.1., St. Petersburg. University Press, 2003.
• 5. Goncharov A.L. Fryazinov I.V. 1986. On the construction of monotone of difference schemes for the Navier-Stokes equations on devyatito of point patterns. Institute of Applied Mathematics. Keldysh RAN.M. 93, p.14-16.
• 6. Trinh C.M. 1998. Turbulence Modeling of Confined Swirling Flows. Roskilde, Riso National Laboratory. Riso-R-647(EN).
• 7. Sazhin B.S. Akulich A.V. 2001. Mathematical modeling of the gas in the separation zone of the once-through vortex apparatus based on the model of turbulence. Theoretical Foundations of Chemical Engineering. 35(5), p. 472 - 478.
• 8. Idelchik I.E. 1954. Hydraulic resistance of a (physical-mechanical basis) p. 316.
• 9. Tarasova L.A et.al. 2004. Hydraulic calculation of the resistance of the vortex unit. Chemical and Petroleum mechanical engineering. 2, p.11-12.