Javier Martínez-Puig, Gianluca D’Agostino, Ana Oña, Javier Rodríguez‐Rodríguez
The coffee-ring effect is a universal feature of evaporating sessile droplets with a pinned contact line, wherein solutes or particles are advected to the droplet’s edge due to evaporation-driven flows. Here, we investigate model respiratory droplets primarily composed of water, salt and a type of the glycoprotein mucin. Using fluorescence microscopy, we observe the formation of a well-defined protein ring at the droplet edge as water evaporates. The growth and morphology of this ring exhibit a strong dependence on ambient relative humidity ( upper H Subscript r H r $H_r$ ), revealing a dynamics that existing models cannot capture. While existing models have successfully described the formation of the coffee ring in particle-laden droplets, they often assume that the evaporative flux, and thus the hydrodynamics, is decoupled from solute transport. This assumption breaks down in complex fluids, such as protein or polymeric solutions, where the solute can influence evaporation through changes in water activity. Specifically, we find that protein accumulation at the edge is governed by the feedback between local solute concentration and evaporation rate. To account for this, we develop a minimal theoretical model based on the lubrication approximation, incorporating the coupling between the hydrodynamics and solute transport through the evaporation rate. Our framework reproduces key features of the experimental observations and suggests a physical basis for the upper H Subscript r H r $H_r$ -dependent stability and infectivity of respiratory droplets containing viruses.