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M. Sommerfeld, H. Qiu (1993)
Characterization of Particle-Laden, Confined Swirling Flows by Phase-Doppler Anemometry and Numerical-CalculationInternational Journal of Multiphase Flow, 19
S. Jakirlic, K. Hanjalic, C. Tropea (2002)
Modeling Rotating and Swirling Turbulent Flows: A Perpetual ChallengeAIAA Journal, 40
D. Sikovsky (2014)
Singularity of Inertial Particle Concentration in the Viscous Sublayer of Wall-bounded Turbulent FlowsFlow, Turbulence and Combustion, 92
C.M. Liao L.X. Zhou (2001)
Simulation of strongly swirling turbulent gas-particle flows using USM and k-ε-kP two-phase turbulence modelsPowder Techn., 114
A. Gosman, E. Ioannides (1983)
Aspects of Computer Simulation of Liquid-Fueled CombustorsJournal of Energy, 7
A. Gosman, E. Ioannides (1981)
Aspects of computer simulation of liquid-fuelled combustors
Jianping Jing, Zhengqi Li, Lin Wang, Zhichao Chen, Lizhe Chen, Fucheng Zhang (2011)
Influence of the mass flow rate of secondary air on the gas/particle flow characteristics in the near-burner region of a double swirl flow burnerChemical Engineering Science, 66
P. Dellenback, D. Metzger, G. Neitzel (1988)
Measurements in turbulent swirling flow through an abrupt axisymmetric expansionAIAA Journal, 26
V.I. Terekhov (1987)
Aerodynamics and Heat and Mass Transfer in Confined Vortex Flows
L. Seleznev, S. Tsvigun (1983)
Investigation of the influence of the conditions of swirling on the structure of a two-phase flow in an expanding channelFluid Dynamics, 18
Yang Liu, Yang Liu, L. Zhou, Chang Xu (2010)
Numerical simulation of instantaneous flow structure of swirling and non-swirling coaxial-jet particle-laden turbulence flowsPhysica A-statistical Mechanics and Its Applications, 389
S. Fu, P. Huang, Brian Launder, M. Leschziner (1988)
A Comparison of Algebraic and Differential Second-Moment Closures for Axisymmetric Turbulent Shear Flows With and Without SwirlJournal of Fluids Engineering-transactions of The Asme, 110
D. Healy, J. Young (2005)
Full Lagrangian methods for calculating particle concentration fields in dilute gas-particle flowsProceedings of the Royal Society A: Mathematical, Physical and Engineering Sciences, 461
L. Zaichik, Vladimur Alipchenkov, A. Avetissian (2011)
A Statistical Model for Predicting the Heat Transfer of Solid Particles in Turbulent FlowsFlow, Turbulence and Combustion, 86
J. Fessler, J. Eaton (1999)
Turbulence modification by particles in a backward-facing step flowJournal of Fluid Mechanics, 394
Jean-Pierre Miniera, Eric Peiranob, Sergio Chibbaroc (2004)
PDF model based on Langevin equation for polydispersed two-phase flows applied to a bluff-body gas-solid flow
Z. Tian, J. Tu, G. Yeoh (2005)
Numerical Simulation and Validation of Dilute Gas-Particle Flow Over a Backward-Facing StepAerosol Science and Technology, 39
E. Amani, M. Nobari (2013)
Systematic tuning of dispersion models for simulation of evaporating spraysInternational Journal of Multiphase Flow, 48
A. Osiptsov (2000)
Lagrangian Modelling of Dust Admixture in Gas FlowsAstrophysics and Space Science, 274
(2001)
Simulation of strongly swirling turbulent gas-particle flows using USM and k-ε-k P two-phase turbulence models, Powder Techn
I. Derevich (2000)
Statistical modelling of mass transfer in turbulent two-phase dispersed flows. 2 : Calculation resultsInternational Journal of Heat and Mass Transfer, 43
A. Shvab, N. Evseev (2015)
Studying the separation of particles in a turbulent vortex flowTheoretical Foundations of Chemical Engineering, 49
S. Apte, K. Mahesh, P. Moin, J. Oefelein (2003)
Large-eddy simulation of swirling particle-laden flows in a coaxial-jet combustorInternational Journal of Multiphase Flow, 29
A. Fadai-Ghotbi, A. Fadai-Ghotbi, R. Manceau, J. Borée (2008)
Revisiting URANS Computations of the Backward-facing Step Flow Using Second Moment Closures. Influence of the NumericsFlow, Turbulence and Combustion, 81
A. Jawarneh, G. Vatistas (2006)
Reynolds Stress Model in the Prediction of Confined Turbulent Swirling FlowsJournal of Fluids Engineering-transactions of The Asme, 128
M. Pakhomov, V. Terekhov (2013)
Comparison of the Eulerian and Lagrangian approaches in studying the flow pattern and heat transfer in a separated axisymmetric turbulent gas-droplet flowJournal of Applied Mechanics and Technical Physics, 54
V.A. Pershukov (1994)
Simulation of Solid Fuel Combustion
A. Vinberg, L. Zaichik, V. Pershukov (1994)
Calculation of two-phase swirling flowsFluid Dynamics, 29
R. Manceau, K. Hanjalic (2002)
Elliptic blending model: A new near-wall Reynolds-stress turbulence closurePhysics of Fluids, 14
I. Derevich (2015)
Spectral diffusion model of heavy inertial particles in a random velocity field of the continuous mediumThermophysics and Aeromechanics, 22
C. Chan, H. Zhang, K. Lau (2000)
An improved stochastic separated flow model for turbulent two-phase flowComputational Mechanics, 24
C. Crowe, M. Sharma, D. Stock (1977)
The Particle-Source-In Cell (PSI-CELL) Model for Gas-Droplet FlowsJournal of Fluids Engineering-transactions of The Asme, 99
T. Bocksell, E. Loth (2006)
Stochastic modeling of particle diffusion in a turbulent boundary layerInternational Journal of Multiphase Flow, 32
L. Zaichik (1999)
A statistical model of particle transport and heat transfer in turbulent shear flowsPhysics of Fluids, 11
A. Varaksin (2013)
Fluid dynamics and thermal physics of two-phase flows: Problems and achievementsHigh Temperature, 51
D. Meyer (2012)
Modelling of turbulence modulation in particle- or droplet-laden flowsJournal of Fluid Mechanics, 706
P. Frawley, A. O’Mahony, M. Geron (2010)
Comparison of Lagrangian and Eulerian Simulations of Slurry Flows in a Sudden ExpansionJournal of Fluids Engineering-transactions of The Asme, 132
M. Sommerfeld, A. Ando, D. Wennerberg (1992)
Swirling, particle-laden flows through a pipe expansionJournal of Fluids Engineering-transactions of The Asme, 114
I. Derevich (2000)
Statistical modelling of mass transfer in turbulent two-phase dispersed flows — 1. Model developmentInternational Journal of Heat and Mass Transfer, 43
D. Taulbee, F. Mashayek, C. Barré (1999)
Simulation and Reynolds stress modeling of particle-laden turbulent shear flowsInternational Journal of Heat and Fluid Flow, 20
(1990)
Dynamics of Multiphase Media
(1989)
Theory and Practice of Swirling Flows
NA Beishuizen, B. Naud, D. Roekaerts (2007)
Evaluation of a Modified Reynolds Stress Model for Turbulent Dispersed Two-Phase Flows Including Two-Way CouplingFlow, Turbulence and Combustion, 79
M. Pakhomov, V. Terekhov (2015)
Numerical simulation of turbulent swirling gas-dispersed flow behind a sudden tube expansionThermophysics and Aeromechanics, 22
J. Minier, E. Peirano, S. Chibbaro (2004)
PDF model based on Langevin equation for polydispersed two-phase flows applied to a bluff-body gas-solid flowPhysics of Fluids, 16
M. Sommerfeld, H. Qiu (1991)
Detailed measurements in a swirling particulate two-phase flow by a phase-Doppler anemometerInternational Journal of Heat and Fluid Flow, 12
O. Castro-Orgaz, W. Hager (2019)
and sShallow Water Hydraulics
S. Moissette, B. Oesterlé, P. Boulet (2001)
Temperature fluctuations of discrete particles in a homogeneous turbulent flow: a Lagrangian modelInternational Journal of Heat and Fluid Flow, 22
N. Syred (1984)
Swirl Flows
X. Chen, J. Pereira (1995)
PREDICTION OF EVAPORATING SPRAY IN ANISOTROPICALLY TURBULENT GAS FLOWNumerical Heat Transfer Part A-applications, 27
(1987)
Terekhov, Aerodynamics and Heat and Mass Transfer in Confined Vortex Flows
J. Pozorski, J. Minier (1998)
On the Lagrangian turbulent dispersion models based on the Langevin equationInternational Journal of Multiphase Flow, 24
K. Hanjalic, S. Jakirlic, S. Jakirlic (1998)
Contribution towards the second-moment closure modelling of separating turbulent flowsComputers & Fluids, 27
P. Saffman (1965)
The lift on a small sphere in a slow shear flowJournal of Fluid Mechanics, 22
D. Drew (1983)
Mathematical Modeling of Two-Phase FlowAnnual Review of Fluid Mechanics, 15
(2003)
Numerical grid refinement in modeling two-phase swirl flow
Abstract Dynamics of a disperse phase in a swirling two-phase flow behind a sudden tube expansion is simulated with the aid of Eulerian and full Lagrangian descriptions. The carrier phase is described by three-dimensional Reynolds averaged Navier–Stokes equations with consideration of inverse influence of particles on the transport processes in gas. The velocity profiles calculated using these two approaches are practically the same. It is shown that the main difference between the Eulerian and Lagrangian approaches is presented by the concentration profile of the dispersed phase. The Eulerian approach underpredicts the value of particle concentration as compared with the Lagrangian approach (the difference reaches 15−20 %). The dispersed phase concentration predicted by the Lagrangian approach agrees with the measurement data somewhat better than the data obtained through the Eulerian approach.
Thermophysics and Aeromechanics – Springer Journals
Published: May 1, 2017
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