Solid-fluid multiphase systems are ubiquitous in many chemical, pharmaceutical, and
energy based applications. These flows are challenging to study experimentally, thus …

We perform two-dimensional particle resolved direct numerical simulations of the steady
cross flow past a pair of interacting circular and non-circular cylinders with the cut-cell …

We propose a novel physics-inspired, data-driven framework for modeling particle-laden
flows that conceptually overcomes the limitations of conventional methods. By building on …

We perform particle-resolved direct numerical simulations (PR-DNS) of the flow past a
random array of stationary Platonic polyhedrons seeded in a tri-periodic box at Reynolds …

Solid-fluid force models are essential to efficiently model multiple industrial apparatuses
such as fluidized beds, spouted beds, and slurry transport. They are generally built using …

Settling velocity statistics for dilute, non-Brownian homogeneous suspensions of
polydisperse spheres having a log-normal size distribution are generated from Stokesian …

We examine the modulations of the drag coefficient C d and lift coefficient C l on a spherical
particle caused by the presence of a neighboring sphere when positioned in close proximity …

The two-way coupled Euler–Lagrange (EL) methodology is an efficient computational tool
for investigating multiphase flows, enabling simulations with tens of millions of particles …

Abstract The Euler-Lagrange (EL) approach is a prevalent method for simulating multiphase
flows, wherein the continuous phase is described using the Eulerian framework while the …