Thermally modulated cross-stream migration of a surfactant-laden deformable drop in a Poiseuille flow
Sayan Das, Suman Chakraborty

TL;DR
This study analyzes how temperature gradients and surfactant transport mechanisms influence the cross-stream migration of deformable droplets in non-isothermal Poiseuille flow, revealing conditions for migration reversal and velocity dependence.
Contribution
It introduces an asymptotic approach to model thermally modulated droplet migration considering surfactant effects and identifies critical parameters affecting migration direction and magnitude.
Findings
Droplet always migrates towards the flow centerline in convection-driven surfactant transport.
Migration direction reverses for highly viscous droplets or above a critical temperature gradient.
Cross-stream velocity is larger and viscosity-independent in surface convection-dominated surfactant transport.
Abstract
In the present study, we investigate the cross-stream migration of a deformable droplet suspended in a non-isothermal Poiseuille flow in the presence of bulk-insoluble surfactants. Owing to the non-linearity present in the system of governing equations, an asymptotic approach is adopted, in an effort to capture the intricate and non-trivial coupling between the various influencing parameters. With the assumption of negligible inertia in fluid flow and convective transport of thermal energy, we obtain the droplet migration velocity through small-deformation perturbation analysis for two different limiting cases, namely, convection-driven-surfactant transport and surface-diffusion-dominated surfactant transport. Under each of these limiting cases, the cross-stream migration of droplet is studied for a constant temperature gradient applied in the same direction as well as in a direction…
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