
TL;DR
This paper investigates the fingering instability in volatile thin water films caused by evaporation, drawing parallels with the Saffman-Taylor problem and providing solutions for the system's dynamics.
Contribution
It establishes a connection between phase transition-induced fingering in thin films and classical fluid instability problems, offering a new theoretical framework.
Findings
Identified fingering instability in evaporating thin films
Linked the phenomenon to the Saffman-Taylor problem
Developed solutions describing evaporation dynamics
Abstract
A thin water film on a cleaved mica substrate undergoes a first order phase transition between two values of film thickness. By inducing a finite evaporation rate of the water, the interface between the two phases develops a fingering instability similar to that observed in the Saffman-Taylor problem. We draw the connection between the two problems, and construct solutions describing the dynamics of evaporation in this system.
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