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Multiscale modelling of blood flow in cerebral microcirculation: Details at capillary scale control accuracy at the level of the cortex

PloS one, 2018-01, Vol.13 (1), p.e0189474-e0189474

2018

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The evolution of tit-for-tat in bacteria via the type VI secretion system

Nature communications, 2020-10, Vol.11 (1), p.5395-11, Article 5395

2020

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Technical Notes on Volume Averaging in Porous Media I: How to Choose a Spatial Averaging Operator for Periodic and Quasiperiodic Structures

Transport in porous media, 2017-09, Vol.119 (3), p.555-584

2017

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Cooperation, competition and antibiotic resistance in bacterial colonies

The ISME Journal, 2018-06, Vol.12 (6), p.1582-1593

2018

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Modeling oxygen transport in the brain: An efficient coarse-grid approach to capture perivascular gradients in the parenchyma

PLoS computational biology, 2024-05, Vol.20 (5), p.e1011973

2024

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Chaste: an open source C++ library for computational physiology and biology

PLoS computational biology, 2013-03, Vol.9 (3), p.e1002970-e1002970

2013

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Ultraviolet control of bacterial biofilms in microfluidic chips

Biomicrofluidics, 2023-03, Vol.17 (2), p.024107-024107

2023

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Inertial Sensitivity of Porous Microstructures

Transport in porous media, 2018-11, Vol.125 (2), p.211-238

2018

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Brain Capillary Networks Across Species: A few Simple Organizational Requirements Are Sufficient to Reproduce Both Structure and Function

Frontiers in physiology, 2019-03, Vol.10 (233), p.233-233

2019

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Homogenization via formal multiscale asymptotics and volume averaging: How do the two techniques compare?

Advances in water resources, 2013-12, Vol.62 (part B), p.178-206

2013

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Modeling non-equilibrium mass transport in biologically reactive porous media

Advances in water resources, 2010-09, Vol.33 (9), p.1075-1093

2010

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A web of sticky strands: how localized stress controls spatio-temporal fluctuations in viscoelastic flows through a lattice of obstacles

Journal of fluid mechanics, 2024-01, Vol.980, Article A7

2024

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One-Phase and Two-Phase Flow in Highly Permeable Porous Media

Heat transfer engineering, 2019-04, Vol.40 (5-6), p.391-409

2019

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Modeling flow in porous media with rough surfaces: Effective slip boundary conditions and application to structured packings

Chemical engineering science, 2017, Vol.165, p.131-146

2017

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Modelling solute transport in the brain microcirculation: is it really well mixed inside the blood vessels?

Journal of fluid mechanics, 2020-02, Vol.884, Article A39

2020

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A few upstream bifurcations drive the spatial distribution of red blood cells in model microfluidic networks

Soft matter, 2022-02, Vol.18 (7), p.1463-1478

2022

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Birefringent strands drive the flow of viscoelastic fluids past obstacles

Journal of fluid mechanics, 2022-10, Vol.948, Article A2

2022

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Impact of gravity and inertia on stable displacements of DNAPL in highly permeable porous media

Advances in water resources, 2022-04, Vol.162, p.104139, Article 104139

2022

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A phase-splitting approach to describe macroscopically non-equilibrium transport in porous media

Journal of physics. Conference series, 2024-05, Vol.2766 (1), p.12003

2024

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Modeling single-phase transverse flows in a PWR rod bundle at low Reynolds number

Nuclear engineering and design, 2024-01, Vol.416, p.112752, Article 112752

2024

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Influence of the fluid–fluid drag on the pressure drop in simulations of two-phase flows through porous flow cells

International journal of multiphase flow, 2022-04, Vol.149, p.103987, Article 103987

2022

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A modified Darcy’s law for viscoelastic flows of highly dilute polymer solutions through porous media

Journal of non-Newtonian fluid mechanics, 2022-11, Vol.309, p.104919, Article 104919

2022

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Transition in the Flow of Power-Law Fluids through Isotropic Porous Media

Physical review letters, 2016-08, Vol.117 (7), p.074502-074502, Article 074502

2016

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Cell morphology drives spatial patterning in microbial communities

Proceedings of the National Academy of Sciences - PNAS, 2017-01, Vol.114 (3), p.E280-E286

2017

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Multiscale modelling of blood flow in cerebral microcirculation: Details at capillary scale control accuracy at the level of the cortex

The evolution of tit-for-tat in bacteria via the type VI secretion system

Neutrophil adhesion in brain capillaries reduces cortical blood flow and impairs memory function in Alzheimer's disease mouse models

Technical Notes on Volume Averaging in Porous Media I: How to Choose a Spatial Averaging Operator for Periodic and Quasiperiodic Structures

Cooperation, competition and antibiotic resistance in bacterial colonies

Modeling oxygen transport in the brain: An efficient coarse-grid approach to capture perivascular gradients in the parenchyma

Chaste: an open source C++ library for computational physiology and biology

Ultraviolet control of bacterial biofilms in microfluidic chips

Inertial Sensitivity of Porous Microstructures

Brain Capillary Networks Across Species: A few Simple Organizational Requirements Are Sufficient to Reproduce Both Structure and Function

Homogenization via formal multiscale asymptotics and volume averaging: How do the two techniques compare?

Modeling non-equilibrium mass transport in biologically reactive porous media

A web of sticky strands: how localized stress controls spatio-temporal fluctuations in viscoelastic flows through a lattice of obstacles

One-Phase and Two-Phase Flow in Highly Permeable Porous Media

Modeling flow in porous media with rough surfaces: Effective slip boundary conditions and application to structured packings

Modelling solute transport in the brain microcirculation: is it really well mixed inside the blood vessels?

A few upstream bifurcations drive the spatial distribution of red blood cells in model microfluidic networks

Birefringent strands drive the flow of viscoelastic fluids past obstacles

Impact of gravity and inertia on stable displacements of DNAPL in highly permeable porous media

A phase-splitting approach to describe macroscopically non-equilibrium transport in porous media

Modeling single-phase transverse flows in a PWR rod bundle at low Reynolds number

Influence of the fluid–fluid drag on the pressure drop in simulations of two-phase flows through porous flow cells

A modified Darcy’s law for viscoelastic flows of highly dilute polymer solutions through porous media

Transition in the Flow of Power-Law Fluids through Isotropic Porous Media

Cell morphology drives spatial patterning in microbial communities

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