arXiv subjects

Gaetano D'Avino

Publications and source records attributed to Gaetano D'Avino.

4 recordsLinked to original sources

arXiv2025

Numerical simulations of the pressure-driven flow of pairs of rigid spheres in elastoviscoplastic fluids

We investigate through numerical simulations the hydrodynamic interactions between two rigid spherical particles suspended on the axis of a cylindrical tube filled with an elastoviscoplastic fluid subjected to pressure-driven flow. The simulations are performed by the finite element method with the arbitrary Lagrangian-Eulerian formulation. We carry out a parametric analysis to examine the impact of the yield stress and relaxation time of the fluid and of particle confinement on the dynamics of the system. We identify master curves of the particle relative velocity as a function of the inter-particle distance. When the yield stress of the suspending phase is much lower than the viscous stress, those curves highlight short-range attractive interactions and long-range repulsive interactions between particles, with the latter specifically promoting their alignment. As the yield stress increases, the attractive interaction is replaced by stasis at short distance, characterized by a vanishing relative velocity and the formation of an unyielded region that connects the two spheres, where the fluid behaves like a viscoelastic solid. Additionally, the combined effects of plasticity and elasticity enhance the repulsion between the particles, promoting their ordering. Also increasing the confinement of the particles enhances repulsion, thus allowing to achieve ordering within shorter lengths in the flow direction. Reducing shear thinning amplifies peak relative velocities and expands the attractive region due to increased viscoelastic stresses and stress gradients. While a stable equilibrium may appear at larger separations, its impact is limited by low relative velocities.

physics.flu-dyn↗

arXiv2025

Diffusion of a single colloid on the surface of a giant vesicle and a droplet

The study of interactions between biomimetic membranes and micron-sized particles is crucial for understanding various biological processes. Here, we control microparticle spontaneous engulfment by giant lipid vesicles by tuning particle surface charge, exploring regimes from negligible to strong adhesion. We focus our attention on dissipative phenomena at the micron- and nano- scales, occurring when a particle is wrapped by a lipid vesicle bilayer or when the particle diffuses at the lipid-monolayer interface of a droplet. For particles wrapped by membrane bilayers, we highlight the influence of the particle penetration depth and the impact of substructures on particle friction. Our work is complemented by hydrodynamic simulations that take into account the effects of the shape of the membrane wrapping the particle and the water gap separating the lipid bilayer membrane from the particle on translational particle drag. We show, however, that a purely hydrodynamic model is not suitable to describe the friction of a particle diffusing at the interface of an aqueous microdroplet in oil, stabilized by a single lipid layer. In hydrodynamic models, dissipation is solely described by the surface shear viscosity of the interface and the bulk fluid viscosity, but in this partial wetting configuration, an additional source of dissipation is required to account for fluctuations at the contact line. Hence, through experimental and numerical studies, we demonstrate that the dissipation contributions for the two geometries are fundamentally different.

cond-mat.soft↗

arXiv2023

Microfluidic pressure-driven flow of a pair of deformable particles suspended in Newtonian and viscoelastic media: A numerical study

The manipulation and control of microparticles through non-intrusive methods is pivotal in biomedical applications such as cell sorting and cell focusing. Although several experimental and numerical studies have been dedicated to single suspended particles or clusters of rigid spheres, analogous cases with deformable particles have not been as thoroughly studied, especially when the suspending liquid exhibits relevant viscoelastic properties. With the goal of expanding the current knowledge concerning these systems, we perform a computational study on the hydrodynamic interactions between two neutrally buoyant initially spherical elastic particles suspended in Newtonian and shear-thinning viscoelastic matrices subjected to pressure-driven flow in a cylindrical microchannel. Due to the well-known focusing mechanism induced by both particle deformability and fluid elasticity, the two particles are assumed to flow at the axis of the tube. The rheological behavior of the viscoelastic continuous phase is modelled via the Giesekus constitutive equation, whereas the particles are assumed to behave as Neo-Hookean solids. The problem is tackled by employing a mixed finite element method. The effects of particle deformability, fluid elasticity, confinement ratio, and initial interparticle separation distance on the pair dynamics are investigated. The main outcome of this study is a quantitative indication of the flow conditions and spatial configurations (initial distances) under which the particles will spontaneously form organized structures. Such results are helpful to design efficient microfluidic devices with the aim of promoting particle ordering.

physics.flu-dyn↗

arXiv2023

Sedimentation and migration dynamics of a spherical particle in an elastoviscoplastic fluid near a wall

The sedimentation of a spherical particle in an elastoviscoplastic fluid in proximity of a flat wall is investigated by direct numerical simulations. The governing equations under inertialess conditions are solved by the finite element method with an Arbitrary Lagrangian-Eulerian formulation to manage the particle motion. The fluid is modeled with the Giesekus constitutive equation modified as proposed by Saramito (2007). The sedimentation, migration, and angular velocities are computed as a function of the particle-wall distance for various Weissenberg and Bingham numbers. The presence of a yield stress reduces the settling velocity and reverses the migration direction as compared to the purely viscoelastic case. The effect of the confining wall on the yielded and unyielded regions around the particle is investigated. The reversed particle migration phenomenon observed in the elastoviscoplastic fluid is attributed to the different shear rate distribution around the particle due to the presence of the yielded region. The negative wake behind the particle is discussed and related to the axial component of the viscoelastic stress.

physics.flu-dyn↗