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Published on: October 24, 2017
Dynamics of phase-separated interfaces in inhomogeneous and driven mixtures
Jacopo Romano1,2, Ramin Golestanian1,3, Benoît Mahault1
1Max Planck Institute for Dynamics and Self-Organization (MPI-DS), 37077 Göttingen, Germany. jromano@sissa.it.
Spatial variations in surface tension create capillary forces that move interfaces in binary mixtures. Thermophobic droplets can move towards heat due to these forces, defying expectations.
Area of Science:
- Physics of soft matter
- Thermodynamics
- Fluid dynamics
Background:
- Phase-separated binary mixtures exhibit complex interface dynamics.
- Spatio-temporal modulations can influence material properties like surface tension.
- Thermophoresis describes particle movement in response to temperature gradients.
Purpose of the Study:
- To derive effective equations for sharp interface dynamics in binary mixtures.
- To investigate the role of surface tension heterogeneities in driving interface motion.
- To quantify the dynamics of thermophoretic droplets under modulated conditions.
Main Methods:
- Derivation of effective equations of motion for sharp interfaces.
- Modeling of surface tension gradients as effective capillary forces.
- Application of the sharp interface model to thermophoretic droplets.
Main Results:
- Spatial heterogeneities in surface tension induce effective capillary forces, driving interface motion independently of hydrodynamics.
- Droplet deformation and transport are governed by a balance of bulk and capillary forces, dependent on droplet size.
- Small thermophobic droplets (positive Soret coefficient) can migrate towards higher temperatures due to capillary forces.
Conclusions:
- Capillary forces arising from surface tension gradients are a significant driver of interface motion in binary mixtures.
- Droplet behavior in thermophoresis is a complex interplay between bulk and capillary effects, tunable by droplet size.
- Unexpected migration of thermophobic droplets towards heat highlights the dominant role of capillary forces in specific regimes.
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