Detailed numerical investigation of the drop aerobreakup in the bag breakup regime

TL;DR

This study uses high-resolution numerical simulations to analyze the dynamics of drop aerobreakup in the bag regime, revealing detailed deformation mechanisms and validating results against experiments.

Contribution

It provides a detailed 3D numerical investigation of drop deformation and breakup in the bag regime using adaptive mesh refinement and introduces a new internal-flow deformation model.

Findings

Converged simulations achieved with 512 and 2048 cells across the drop diameter.

Good agreement between simulation results and experimental data.

Identification of distinct phases and mechanisms in the aerobreakup process.

Abstract

Aerobreakup of drops is a fundamental two-phase flow problem that is essential to many spray applications. A parametric numerical study was performed by varying the gas stream velocity, focusing on the regime of moderate Weber numbers, in which the drop deforms to a forward bag. When the bag is unstable, it inflates and disintegrates into small droplets. Detailed numerical simulations were conducted using the volume-of-fluid method on an adaptive octree mesh to investigate the aerobreakup dynamics. Grid-refinement studies show that converged 3D simulation results for drop deformation and bag formation are achieved by the refinement level equivalent to 512 cells across the initial drop diameter. To resolve the thin liquid sheet when the bag inflates, the mesh is further refined to 2048 cells across the initial drop diameter. The simulation results for the drop length and radius were validated against previous experiments, and a good agreement was achieved. The high-resolution results of drop morphological evolution were used to identify the different phases in the aerobreakup process, characterize the distinct flow features and dominant mechanisms in each phase. In the early time, the drop deformation and velocity are independent of the Weber number, and a new internal-flow deformation model, which respects this asymptotic limit, has been developed. The pressure and velocity fields around the drop were shown to better understand the internal flow and interfacial instability that dictate the drop deformation. Finally, the impact of drop deformation on the drop dynamics was discussed.