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      KCI등재 SCIE SCOPUS

      Numerical simulation of a viscoelastic RANS turbulence model in a diffuser

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      https://www.riss.kr/link?id=A106055102

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      다국어 초록 (Multilingual Abstract)

      One of the newest viscoelastic RANS turbulence models for drag reducing flows with polymer additives is studied considering different rheological properties. A finitely extensible nonlinear elastic-Peterlin (FENE-P) constitutive model is used to describe the viscoelastic effect of the polymer solutions and the k − ε −ν² − f turbulence framework is applied for turbulence modelling. The geometry in this study is a twodimensional diffuser. The finite volume method (FVM) with a non-uniform collocated mesh is used to solve the momentum and constitutive equations. In order to evaluate the turbulence model, the flow is simulated with different parameters such as the Weissenberg number and the maximum polymer extensibility and compared with the experimental results qualitatively. The velocity profiles, pressure distribution, reattachment length, and the amount of the drag reduction predicted by the turbulence model are in line with the experimental results.
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      One of the newest viscoelastic RANS turbulence models for drag reducing flows with polymer additives is studied considering different rheological properties. A finitely extensible nonlinear elastic-Peterlin (FENE-P) constitutive model is used to descr...

      One of the newest viscoelastic RANS turbulence models for drag reducing flows with polymer additives is studied considering different rheological properties. A finitely extensible nonlinear elastic-Peterlin (FENE-P) constitutive model is used to describe the viscoelastic effect of the polymer solutions and the k − ε −ν² − f turbulence framework is applied for turbulence modelling. The geometry in this study is a twodimensional diffuser. The finite volume method (FVM) with a non-uniform collocated mesh is used to solve the momentum and constitutive equations. In order to evaluate the turbulence model, the flow is simulated with different parameters such as the Weissenberg number and the maximum polymer extensibility and compared with the experimental results qualitatively. The velocity profiles, pressure distribution, reattachment length, and the amount of the drag reduction predicted by the turbulence model are in line with the experimental results.

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      참고문헌 (Reference)

      1 Coelho, P.M., "Vortex shedding in cylinder flow of shear-thinning fluids: I. Identification and demarcation of flow regimes" 110 : 143-176, 2003

      2 Coelho, P. M., "Vortex shedding in cylinder flow of shear-thinning fluids. III: Pressure measurements" 121 : 55-68, 2004

      3 Poole, R.J., "Turbulent flow of non-Newtonian liquids over a backward-facing step: Part II. Viscoelastic and shear-thinning liquids" 109 : 193-230, 2003

      4 Azad, R. S., "Turbulent flow in a conical diffuser: Overview and implications" 1 : 564-573, 1989

      5 Li, C.F., "Turbulent channel flow of dilute polymeric solutions: Drag reduction scaling and an eddy viscosity model" 139 : 177-189, 2006

      6 Ptasinski, P.K., "Turbulent channel flow near maximum drag reduction: Simulations, experiments and mechanisms" 490 : 251-291, 2003

      7 Lu, L., "Turbulence models assessment for separated flows in a rectangular asymmetric threedimensional diffuser" 33 : 978-994, 2016

      8 Virk, P.S., "The ultimate asymptote and mean flow structure in Toms’ phenomenon" 37 : 488-493, 1970

      9 Thais, L., "Temporal large eddy simulations of turbulent viscoelastic drag reduction flows" 22 : 013103-, 2010

      10 Richter, D., "Simulations of three-dimensional viscoelastic flows past a circular cylinder at moderate Reynolds numbers" 651 : 415-442, 2010

      1 Coelho, P.M., "Vortex shedding in cylinder flow of shear-thinning fluids: I. Identification and demarcation of flow regimes" 110 : 143-176, 2003

      2 Coelho, P. M., "Vortex shedding in cylinder flow of shear-thinning fluids. III: Pressure measurements" 121 : 55-68, 2004

      3 Poole, R.J., "Turbulent flow of non-Newtonian liquids over a backward-facing step: Part II. Viscoelastic and shear-thinning liquids" 109 : 193-230, 2003

      4 Azad, R. S., "Turbulent flow in a conical diffuser: Overview and implications" 1 : 564-573, 1989

      5 Li, C.F., "Turbulent channel flow of dilute polymeric solutions: Drag reduction scaling and an eddy viscosity model" 139 : 177-189, 2006

      6 Ptasinski, P.K., "Turbulent channel flow near maximum drag reduction: Simulations, experiments and mechanisms" 490 : 251-291, 2003

      7 Lu, L., "Turbulence models assessment for separated flows in a rectangular asymmetric threedimensional diffuser" 33 : 978-994, 2016

      8 Virk, P.S., "The ultimate asymptote and mean flow structure in Toms’ phenomenon" 37 : 488-493, 1970

      9 Thais, L., "Temporal large eddy simulations of turbulent viscoelastic drag reduction flows" 22 : 013103-, 2010

      10 Richter, D., "Simulations of three-dimensional viscoelastic flows past a circular cylinder at moderate Reynolds numbers" 651 : 415-442, 2010

      11 Durbin, P. A., "Separated flow computations with the k-epsilon-v-squared model" 33 : 659-664, 1995

      12 Iaccarino, G., "Reynoldsaveraged modeling of polymer drag reduction in turbulent flows" 165 : 376-384, 2010

      13 Iaccarino, G., "Predictions of a turbulent separated flow using commercial CFD codes" 123 : 819-828, 2001

      14 Bird, R.B., "Polymer solution rheology based on a finitely extensible bead-spring chain model" 7 : 213-235, 1980

      15 Tsukahara, T., "PIV and DNS analyses of viscoelastic turbulent flows behind a rectangular orifice" 41 : 66-79, 2013

      16 Pinho, F.T., "One equation model for turbulent channel flow with second order viscoelastic corrections" 81 : 337-367, 2008

      17 Zhang, Q., "Numerical study of vortex cavitation supression with polymer injection" 2009

      18 Paulo, G.S., "Numerical solution of the FENE-CR model in complex flows" 204 : 50-61, 2014

      19 Feng, J., "Numerical simulations of the flow of dilute polymer solutions in a four-roll mill" 72 : 187-218, 1997

      20 Richter, D., "Numerical simulation of polymer injection in turbulent flow past a circular cylinder" 133 : 104501-, 2011

      21 Lien, F. S., "Non-linear k-ε-v2 modeling with application to high-lift" 5-26, 1996

      22 Kalitzin, G., "Nearwall behavior of RANS turbulence models and implications for wall functions" 204 : 265-291, 2005

      23 White, C.M., "Mechanics and prediction of turbulent drag reduction with polymer additives" 40 : 235-256, 2008

      24 Li, C.F., "Influence of rheological parameters on polymer induced turbulent drag reduction" 140 : 23-40, 2006

      25 Burger, E.D., "Flow increase in the Trans Alaska Pipeline through use of a polymeric dragreducing additive" 34 : 377-386, 1982

      26 Min, T., "Drag reduction by polymer additives in a turbulent channel flow" 486 : 213-238, 2003

      27 Gyr, A., "Drag Reduction of Turbulent Flows by Additives" Springer Science & Business Media 1995

      28 Dimitropoulos, C. D., "Direct numerical simulation of viscoelastic turbulent channel flow exhibiting drag reduction: Effect of the variation of rheological parameters" 79 : 433-468, 1998

      29 Resende, P.R., "Development of a low-Reynolds-number k-ωmodel for FENE-P fluids" 90 : 69-94, 2013

      30 Tsukahara, T., "DNS of viscoelastic turbulent channel flow with rectangular orifice at low Reynolds number" 32 : 529-538, 2011

      31 Lien, F. S., "Computations of transonic flow with the v2-f turbulence model" 22 : 53-61, 2001

      32 Norouzi, M., "Bifurcation phenomenon of inertial viscoelastic flow through gradual expansions" 54 : 423-435, 2015

      33 Dales, C., "Asymmetry in the turbulent flow of a viscoelastic liquid through an axisymmetric sudden expansion" 125 : 61-70, 2005

      34 Oliveira, P.J., "Asymmetric flows of viscoelastic fluids in symmetric planar expansion geometries" 114 : 33-63, 2003

      35 Cruz, D. O. A., "Analytical solutions for fully developed laminar flow of some viscoelastic liquids with a Newtonian solvent contribution" 132 : 28-35, 2005

      36 Park, S.I., "An experimental study on tip vortex cavitation suppression in a marine propeller" 58 : 157-167, 2014

      37 Masoudian, M., "A viscoelastic k-ε-v2-f turbulent flow model valid up to the maximum drag reduction limit" 202 : 99-111, 2013

      38 Pinho, F.T., "A low Reynolds number turbulence closure for viscoelastic fluids" 154 : 89-108, 2008

      39 El-behery, S. M., "A comparative study of turbulence models performance for separating flow in a planar asymmetric diffuser" 44 : 248-257, 2011

      40 Masoudian, M., "A RANS model for heat transfer reduction in viscoelastic turbulent flow" 100 : 332-346, 2016

      41 Pinho, F.T., "A GNF framework for turbulent flow models of drag reducing fluids and proposal for a k-ε type closure" 114 : 149-184, 2003

      42 Resende, P.R., "A FENE-P k-ε turbulence model for low and intermediate regimes of polymer-induced drag reduction" 166 : 639-660, 2011

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