The macroscopic properties of fluid flow and transport through porous media are a direct
consequence of the underlying pore structure. However, precise relations that characterize …

Boundary integral methods are advantageous when simulating viscous flow around rigid
particles, due to the reduction in number of unknowns and straightforward handling of the …

Transport of deformable particles in a honeycomb network is studied numerically. It is shown
that the particle deformability has a strong impact on their distribution in the network. For …

Dense particulate flow simulations using integral equation methods demand accurate
evaluation of Stokes layer potentials on arbitrarily close interfaces. In this paper, we …

We present a new derivation of a boundary integral equation (BIE) for simulating the three-
dimensional dynamics of arbitrarily-shaped rigid particles of genus zero immersed in a …

We propose numerical algorithms for the simulation of the dynamics of three-dimensional
vesicles suspended in viscous Stokesian fluid. Our method is an extension of our previous …

Microfluidic sorting of deformable particles finds many applications, for example, medical
devices for cells. Deterministic lateral displacement (DLD) is one of them. Particle sorting via …

A vesicle is a common model used to represent red blood cell (RBC) in silico and in vitro.
We investigate here the dynamics and the rheology of a vesicle under shear flow confined …

In this paper, we introduce a thermodynamically-consistent phase-field model to investigate
the hydrodynamics of inextensible multicomponent vesicles in various fluid flows with inertial …

We introduce a numerical method based on an integral equation formulation for simulating
drops in viscous fluids in the plane. It builds upon the method introduced by Kropinski in …