The paper deals with the issues of stochastic dispersion models for the inertial particle turbulent flow. Thereby, dispersion models are applied to generate the instantaneous velocity of the fluid at particle location to reproduce the effect of turbulence on particle transport within an Eulerian–Lagrangian approach. Especial focus is on the influence of unsteady calculation of carrier phase in combination with unsteady phase coupling. Computations are carried out in a particle-laden turbulent shear flow using three dispersion models. It turns out that accurate prediction of the carrier phase is essential to predict the dispersion in an acceptable level of accuracy.
Issue Section:
Technical Brief
References
References
1.
Mehel
, A.
Taniére
, A.
Oesterlé
, B.
Fontaine
, J. R.
2010
, “The Influence of an Anisotropic Langevin Dispersion Model on the Prediction of Micro- and Nanoparticle Deposition in Wall-Bounded Turbulent Flows
,” J. Aerosol Sci.
, 41
(8
), pp. 729
–744
.10.1016/j.jaerosci.2010.04.0112.
Horender
, S.
2005
, “Modeling of the Vortex-Structure in a Particle-Laden Mixing-Layer
,” ASME
Paper No. FEDSM2005-77040.10.1115/FEDSM2005-770403.
Tian
, L.
Ahmadi
, G.
2007
, “Particle Deposition in Turbulent Duct Flows-Comparisons of Different Model Predictions
,” J. Aerosol Sci.
, 38
(4
), pp. 377
–397
.10.1016/j.jaerosci.2006.12.0034.
Fede
, P.
Simonin
, O.
Villedieu
, P.
Squires
, K. D.
2006
, “Stochastic Modeling of the Turbulent Subgrid Fluid Velocity Along Inertial Particle Trajectories
,” Proceeding of the Summer Program Center for Turbulence Research Stanford University
, Stanford, CA, July 9–Aug. 4, pp. 247
–258
.5.
Sadiki
, A.
2005
, “Extended Thermodynamics as Modeling Tool of Turbulence Fluid Flows
,” Trends in Applications of Mathematics to Mechanics, Shaker Verlag Aachen, Germany, pp. 451
–462
.6.
Sadiki
, A.
Chrigui
, M.
Dreizler
, A.
2013
, “Thermodynamically Consistent Modelling of Gas Turbine Combustion Sprays
,” Flow and Combustion in Advanced Gas Turbine Combustors, Series Fluid Mechanics and Applications, Springer Science and Business Media, Dordrecht, The Netherlands, Vol. 102
, pp. 55
–90
.7.
Zhang
, Z.
Chen.
, Q.
1995
, “Prediction of Particle Deposition Onto Indoor Surfaces by CFD With a Modified Lagrangian Method
,” Atmos. Environ.
, 43
(2
), pp. 319
–328
.10.1016/j.atmosenv.2008.09.0418.
Yuu
, S.
Yasukouchi
, N.
Hirosawa
, Y.
Jotaki
, T.
1978
, “Particle Turbulent Diffusion in a Dust Laden Round Jet
,” AIChE J.
, 24
(3
), pp. 509
–519
.10.1002/aic.6902403169.
Gosman
, A. D.
Ionnides
, I. E.
1981
, “Aspects of Computer Simulation of Liquid Fuelled Combustors
,” J. Energy
, 7
pp. 482–490.10.
Crowe
, C. T.
Troutt
, T. R.
Chung
, J. N.
1996
, “Numerical Models for Two-Phase Turbulent Flows
,” Annu. Rev. Fluid Mech.
28
, pp. 11
–43
.10.1146/annurev.fl.28.010196.00030311.
Blümcke
, E.
Brandt
, M.
Eickhoff
, H.
UndHassa
, C.
1993
, “Particle Dispersion in Highly Swirling, Turbulent Flows
,” Part. Part. Syst. Char.
, 10
(4
), pp. 182
–190
.10.1002/ppsc.1993010040612.
Coimbra
, C. F. M.
Shirolkar
, J. S.
MeQuay
, M. Y.
1998
, “Modeling Particle Dispersion in a Turbulent Multi Phase Mixing Layer
,” J. Wind Eng. Ind. Aerodyn.
, 73
(1
), pp. 79
–97
.10.1016/S0167-6105(97)00131-113.
Minier
, J.-P.
1999
, “Closure Proposals for the Langevin Equation Model in Lagrangian Two-Phase Flow Modeling
,” Proceedings of the 3rd ASME/JSME Joint Fluids Engineering Conference
, San Francisco, CA, July 18–23.14.
Peirano
, E.
Chibbaro
, S.
Pozorski
, J.
Minier
, J.-P.
2005
, “Mean-Field/PDF Numerical Approach for Polydispersed Turbulent Two-Phase Flows
,” Prog. Energy Combust. Sci.
, 32
(3
), pp. 315
–371
.10.1016/j.pecs.2005.07.00215.
Pope
, S. B.
1994
, “Lagrangian PDF Methods for Turbulent Flows
,” Annu. Rev. Fluid Mech.
, 26
, pp. 23
–62
.10.1146/annurev.fl.26.010194.00032316.
Walklate
, P. J.
1995
, “A Markov-Chain Particle Dispersion Model Based on Air Flow Data: Extension to Large Water Particles
,” Boundary Layer Meteorol.
, 37
(3
), pp. 313
–318
.10.1007/BF0012299217.
Kohnen
, G.
Rueger
, M.
Sommerfeld
, M.
1994
, “Convergence Behavior for Numerical Calculations by the Euler/Lagrange Method for Strongly Coupled Phases
,” Numerical Method in Multiphases Flows, ASME, Houston, TX, Vol. 185
.18.
Legg
, B. J.
Raupach
, M. R.
1982
, “Markov-Chain Simulation of Particle Dispersion in Inhomogeneous Flows: The Mean Drift Velocity Induced by a Gradient in Eulerian Velocity Variance
,” Boundary Layer Meteorol.
, 24
(1
), pp. 3
–13
.10.1007/BF0012179619.
Sadiki
, A.
Ahmadi
, W.
Chrigui
, M.
Janicka
, J.
2011
, “Towards the Impact of Fuel Evaporation/Combustion Interaction on Spray Combustion in Gas Turbine Combustion Chambers. Part I: Effect of Partial Fuel Vaporization on Spray Combustion
,” Experiments and Numerical Simulations of Diluted Spray Turbulent Combustion (ERCOFTAC Series)
, B.
Merci
D.
Roekaerts
A.
Sadiki
Springer Science and Business Media, Dordrecht, The Netherlands
, Vol. 17
, pp. 69
–110
.20.
Sadiki
, A.
Chrigui
, M.
Janicka
, J.
Maneshkarimi
, M. R.
2005
, “Modeling and Simulation of Effects of Turbulence on Vaporization, Mixing and Combustion of Liquid-Fuel Sprays
,” Flow Turbul. Combust.
, 75
(1–7
), pp. 105
–130
.10.1007/s10494-005-8579-021.
Chrigui
, M.
Ahmadi
, G.
Sadiki
, A.
2004
, “Study on Interaction in Spray Between Evaporating Particles and Turbulence Using Second-Order Turbulence RANS Models and a Lagrangian Approach
,” Prog. Comput. Fluid Dyn.
, 4
(3–5
), pp. 162
–174
.10.1504/PCFD.2004.00408422.
Ahmadi
, G.
Cao
, J.
Schneider
, L.
Sadiki
, A.
2006
, “A Thermodynamically Formulation for Chemically Active Multiphase Turbulent Flows
,” Int. J. Eng. Sci.
, 44
(11–12
), pp. 699
–720
.10.1016/j.ijengsci.2006.06.00123.
Lain
, S.
Sommerfeld
, M.
2003
, “Turbulence Modulation in Dispersed Two-Phase Flow Laden With Solids From a Lagrangian Perspective
,” Int. J. Heat Fluid Flow
, 24
(4
), pp. 616
–625
.10.1016/S0142-727X(03)00055-924.
Tanaka
, T.
Eaton
, J. K.
2008
, “Classification of Turbulence Modification by Dispersed Spheres Using a Novel Dimensionless Number
,” Phys. Rev. Lett.
, 101
, p. 114502
.10.1103/PhysRevLett.101.11450225.
Beishuizen
, N. A.
Naud
, B.
Roekaerts
, D. J. E. M.
2007
, “Evaluation of a Modified Reynolds Stress Model for Turbulent Dispersed Two-Phase Flows Including Two-Way Coupling
,” Flow Turb. Combust.
, 79
(3
), pp. 321
–341
.10.1007/s10494-007-9090-626.
Balachandar
, S.
Eaton
, J. K.
2010
, “Turbulent Dispersed Multiphase Flows
,” Annu. Rev. Fluid Mech.
, 42
, pp. 111
–133
.10.1146/annurev.fluid.010908.16524327.
Horender
, S.
Sommerfeld
, M.
Stochastic Dispersion Modelling Based on the RANS Approach for a Particle Laden Shear Flow
,” ERCOFTAC Bull.
, 82
, pp. 49
–54
.28.
Mehdizadeh
, A.
Foroutan
, H.
Vijayakumar
, G.
Sadiki
, A.
2014
, “A New Formulation of Scale Adaptive Simulation Approach to Predict Complex Wall Bounded Shear Flows
,” J. Turbul.
, 15
(10
), pp. 629
–649
.10.1080/14685248.2014.92758029.
Pozorski
, J.
Luniewski
, M.
2011
, “Analysis of SGS Effects on Dispersed Particles in Large-Eddy Simulation of Heated Channel Flow
,” Quality and Reliability of Large-Eddy Simulations II (ERCOFTAC Series)
, Springer Science and Business Media, Dordrecht, The Netherlands
, Vols. 171–180
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