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Steady-State Dynamics of Ganglia Populations During Immiscible Two-Phase Flows in Porous Micromodels: Effects of the Capillary Number and Flow Ratio on Effective Rheology and Size Distributions
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Influence of the imposed flow rate boundary condition on the flow of Bingham fluid in porous media
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On pressure-driven Poiseuille flow with non-monotonic rheology
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Flow and transport in the vadose zone : On the impact of partial saturation and Peclet number on non-Fickian, pre-asymptotic dispersion
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Fragmentation and coalescence dynamics of non-wetting blobs during immiscible two-phase flows in porous media
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Transition from viscous fingers to foam during drainage in heterogeneous porous media
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Transient Dispersion Regimes in Heterogeneous Porous Media : On the Impact of Spatial Heterogeneity in Permeability and Exchange Kinetics in Mobile–Immobile Transport
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Emma Ollivier-Triquet
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Marco Dentz
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Daniela Bauer
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Darcy's law of yield stress fluids on a treelike network
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Silvio Franz
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Minimum principle for the flow of inelastic non-Newtonian fluids in macroscopic heterogeneous porous media
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Non-Newtonian rheology in a capillary tube with varying radius
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On the statistical properties of fluid flows with transitional power-law rheology in heterogeneous porous media
Laurent Talon
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Effective Rheology of Bi-viscous Non-newtonian Fluids in Porous Media
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Revisiting the linear stability analysis and absolute–convective transition of two fluid core annular flow
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Darcy’s Law for Yield Stress Fluids
Chen Liu
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Andrea de Luca
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Alberto Rosso
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Nonlinear Darcy flow dynamics during ganglia stranding and mobilization in heterogeneous porous domains
A. Yiotis
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A. Dollari
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M.E. Kainourgiakis
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Dominique Salin
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Laurent Talon
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Experimental and numerical determination of Darcy's law for yield stress fluids in porous media
Daniela Bauer
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Laurent Talon
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Yannick Peysson
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Hai Bang Ly
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Guillaume Batot
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Numerical study of Bingham flow in macroscopic two dimensional heterogeneous porous media
R. Kostenko
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Frozen fronts selection in flow against self-sustained chemical waves
T. Chevalier
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Laurent Talon
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Avalanches dynamics in reaction fronts in disordered flows
T. Chevalier
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A. Dubey
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S. Atis
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A. Rosso
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Low- and high-order accurate boundary conditions: From Stokes to Darcy porous flow modeled with standard and improved Brinkman lattice Boltzmann schemes
Goncalo Silva
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Irina Ginzburg
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Non-Darcy effects in fracture flows of a yield stress fluid
A. Roustaei
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I. Frigaard
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Analytical and numerical investigation of the advective and dispersive transport in Herschel–Bulkley fluids by means of a Lattice–Boltzmann two-relaxation-time scheme.
Guillaume Batot
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Laurent Talon
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Yannick Peysson
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Marc Fleury
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Daniela Bauer
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Generalization of Darcy's law for Bingham fluids in porous media: From flow-field statistics to the flow-rate regimes
Thibaud Chevalier
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History effects on nonwetting fluid residuals during desaturation flow through disordered porous media
Thibaud Chevalier
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Laurent Talon
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Andreas Yiotis
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Moving line model and avalanche statistics of Bingham fluid flow in porous media
Thibaud Chevalier
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Experimental evidence for three universality classes for reaction fronts in disordered flows
Séverine Atis
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Awadhesh Kumar Dubey
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Dominique Salin
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Laurent Talon
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Analysis and improvement of Brinkman lattice Boltzmann schemes: Bulk, boundary, interface.Similarity and distinctness with finite elements in heterogeneous porous media
Irina Ginzburg
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Goncalo Silva
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L. Talon
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Effective rheology of Bingham fluids in a rough channel
Laurent Talon
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Strong pinning of propagation fronts in adverse flow
Thomas Gueudré
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Awadhesh Kumar Dubey
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Autocatalytic Reaction Fronts Inside a Porous Medium of Glass Spheres
Severine Atis
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Sandeep Saha
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Harold Auradou
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Dominique Salin
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Laurent Talon
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On the determination of a generalized Darcy equation for yield-stress fluid in porous media using a Lattice-Boltzmann TRT scheme.
Laurent Talon
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Daniela Bauer
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Geometry of optimal path hierarchies
L. Talon
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Harold Auradou
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M. Pessel
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A. Hansen
EPL - Europhysics Letters, 2013, 103 ((3):), pp.Article Number: 30003, DOI: 10.1209/0295-5075/103/30003 (IF 2,26)
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Stokes flow paths separation and recirculation cells in X-junctions of varying angle
Mario Cachile
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Laurent Talon
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Juan M. Gomba
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Jean-Pierre Hulin
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Harold Auradou
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Relation Between First Arrival Time and Permeability in Self-Affine Fractures with Areas in Contact
Laurent Talon
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Harold Auradou
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Alex Hansen
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Assessment of the two relaxation time Lattice-Boltzmann scheme to simulate Stokes flow in porous media
L. Talon
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D. Bauer
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N. Gland
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S. Youssef
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Harold Auradou
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CHEMO-hydrodynamic coupling between forced advection in porous media and self-sustained chemical waves
S. Atis
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S. Saha
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H. Auradou
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J. Martin
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N. Rakotomalala
Chaos: An Interdisciplinary Journal of Nonlinear Science, 2012, 22 (3), pp.037108. ⟨10.1063/1.4734489⟩
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Viscous lock-exchange in rectangular channels
Jérôme Martin
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N. Rakotomalala
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L. Talon
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D. Salin
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Permeability Estimates of Self-Affine Fracture Faults Based on Generalization of the Bottle Neck Concept
Laurent Talon
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Harold Auradou
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Alex Hansen
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Permeability of Self-Affine Aperture Fields
Laurent Talon
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Harold Auradou
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Alex Hansen
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Convective/absolute instability in miscible core-annular flow. Part 2: Numerical simulations and nonlinear global modes
B. Selvam
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Laurent Talon
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Lutz Lesshaft
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E. Meiburg
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Geometrical and Taylor dispersion in a fracture with random obstacles: An experimental study with fluids of different rheologies
A. Boschan
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I. Ippolito
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R. Chertcoff
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H. Auradou
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L. Talon
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Physical origins of the change of type from hyperbolic to elliptic equations: Fluid displacement between two parallel plates
M. Shariati
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Laurent Talon
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Jérôme Martin
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Nicole Rakotomalala
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Dominique Salin
Journal of Fluid Mechanics, 2004, 519, pp.105-132
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Lattice BGK simulations of macrodispersion in heterogeneous porous media
Laurent Talon
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Jérôme Martin
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Nicole Rakotomalala
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Dominique Salin
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Yannis C. Yortsos
Water Resources Research, 2002, 39, pp.1135-1142
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