Thermocapillary Convection in Superimposed Layers of Self-Rewetting Fluids: Analytical and Lattice Boltzmann Computational Study
Bashir Elbousefi, William Schupbach, Kannan N. Premnath, Samuel W.J., Welch

TL;DR
This study develops analytical and computational models to analyze thermocapillary convection in superimposed self-rewetting fluid layers, revealing unique flow patterns and the influence of surface tension sensitivity on flow behavior.
Contribution
It introduces a new analytical solution and a lattice Boltzmann computational method for studying thermocapillary convection in SRFs, highlighting differences from normal fluids.
Findings
SRFs produce eight counterrotating convection rolls, unlike four in NFs.
Flow direction in SRFs is towards hotter zones, opposite to NFs.
Flow patterns and magnitude can be tuned by surface tension sensitivity coefficients.
Abstract
Self-rewetting fluids (SRFs), such as aqueous solutions of long-chain alcohols, exhibit anomalous quadratic dependence of surface tension on temperature having a minimum and with a positive gradient. When compared to the normal fluids (NFs), the SRFs can be associated with significantly modified interfacial dynamics, which have recently been exploited to enhance flow and thermal transport in various applications (e.g., microgravity and microscale transport systems). In this work, first, we develop a new analytical solution of thermocapillary convection in superimposed two SRF layers confined within a microchannel that is sinusoidally heated on one side and maintained at a uniform temperature on the other side under the creeping flow regime. Then, a robust central moment lattice Boltzmann method using the Allen-Cahn equation for interface tracking, two-fluid motion, and the energy…
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Taxonomy
TopicsFluid Dynamics and Thin Films · Lattice Boltzmann Simulation Studies · Fluid Dynamics and Heat Transfer
