We present an improved lattice Boltzmann model of multi-component flow which permits practical, hydrodynamic modelling of multiple immiscible fluids. The model is robust and significantly reduces the interface anisotropy and micro-currents, which are artefacts observed in many schemes. Our new scheme is used on a particular regime of blood flow: that of the veinule mesoscale, where it is necessary to resolve significant numbers of deformable, interacting cells, which we model as incompressible liquid drops. We demonstrate the model's ability to recover the complex flow phenomena typical of the veinule scale.</p
AbstractEfficient flow of red blood cells (RBCs) and white blood cells (WBCs) through the microcircu...
The dynamics of deformable liquid-filled bodies (e.g., droplets, capsules, lipid vesicles) suspended...
The complex nature of blood flow in the human arterial system is still gaining more attention, as it...
While blood at the macroscopic scale is frequently treated as a continuum by techniques such as comp...
Simulation of human blood flow is a demanding task both in terms of the complexity of applicable mod...
There are many important systems which involve the flow of dense suspensions of deformable particle...
Change of title: Mesoscale hemodynamics with coarse-grained lattice Boltzmann-molecular dynamics sim...
A multiphase lattice Boltzmann model is constructed to numerically solve the one-fluid flow equation...
Multi-component fluid flows are frequently seen in both nature and industry, such as gas-liquid flo...
The dynamics of deformable liquid-filled bodies (e.g. droplets, capsules, lipid vesicles) suspended ...
Human blood can be approximated as a dense suspension of red blood cells in plasma. Here, we present...
Human blood flow is a multiscale problem: in first approximation, blood is a dense suspension of pla...
This thesis develops a mesoscopic technique based on the numerical concepts of Lattice Boltzmann Met...
This paper generalizes the two-component algorithm of Sec. II, extending it, in Sec. III, to describ...
Based on phase-field theory, we introduce a robust lattice-Boltzmann equation for modeling immiscibl...
AbstractEfficient flow of red blood cells (RBCs) and white blood cells (WBCs) through the microcircu...
The dynamics of deformable liquid-filled bodies (e.g., droplets, capsules, lipid vesicles) suspended...
The complex nature of blood flow in the human arterial system is still gaining more attention, as it...
While blood at the macroscopic scale is frequently treated as a continuum by techniques such as comp...
Simulation of human blood flow is a demanding task both in terms of the complexity of applicable mod...
There are many important systems which involve the flow of dense suspensions of deformable particle...
Change of title: Mesoscale hemodynamics with coarse-grained lattice Boltzmann-molecular dynamics sim...
A multiphase lattice Boltzmann model is constructed to numerically solve the one-fluid flow equation...
Multi-component fluid flows are frequently seen in both nature and industry, such as gas-liquid flo...
The dynamics of deformable liquid-filled bodies (e.g. droplets, capsules, lipid vesicles) suspended ...
Human blood can be approximated as a dense suspension of red blood cells in plasma. Here, we present...
Human blood flow is a multiscale problem: in first approximation, blood is a dense suspension of pla...
This thesis develops a mesoscopic technique based on the numerical concepts of Lattice Boltzmann Met...
This paper generalizes the two-component algorithm of Sec. II, extending it, in Sec. III, to describ...
Based on phase-field theory, we introduce a robust lattice-Boltzmann equation for modeling immiscibl...
AbstractEfficient flow of red blood cells (RBCs) and white blood cells (WBCs) through the microcircu...
The dynamics of deformable liquid-filled bodies (e.g., droplets, capsules, lipid vesicles) suspended...
The complex nature of blood flow in the human arterial system is still gaining more attention, as it...