Printing wet-on-wet: attraction and repulsion of drops on a viscous film
arXiv:1807.06401 · doi:10.1063/1.5048681
Abstract
Wet-on-wet printing is frequently used in inkjet printing for graphical and industrial applications, where substrates can be coated with a thin liquid film prior to ink drop deposition. Two drops placed close together are expected to interact via deformations of the thin viscous film, but the nature of these capillary interactions is unknown. Here we show that the interaction can be attractive or repulsive depending on the distance separating the two drops. The distance at which the interaction changes from attraction to repulsion is found to depend on the thickness of the film, and increases over time. We reveal the origin of the non-monotonic interactions, which lies in the appearance of a visco-capillary wave on the thin film induced by the drops. Using the thin-film equation we identify the scaling law for the spreading of the waves, and demonstrate that this governs the range over which interaction is observed.
arXiv comment5 pages, 5 figures
References in corpus (7)
- The 'Cheerios effect'
- Supporting Information: Short and long time drop dynamics on lubricated substrates
- Self-Similarity and Energy Dissipation in Stepped Polymer Films
- Capillary-driven flow induced by a stepped perturbation atop a viscous film
- Elasto-capillary interaction of particles on the surfaces of ultra-soft gels: a novel route to study self-assembly and soft lubrication
- Elastic Cheerios effect: self-assembly of cylinders on a soft solid
- Hydrogel menisci: Shape, interaction, and instability
Cited by in corpus (6)
- Self-Similar Liquid Lens Coalescence
- Deformation and relaxation of viscous thin films under bouncing drops
- Rayleigh-Taylor instability by segregation in an evaporating multi-component microdroplet
- Droplets on Lubricated Surfaces: The slow dynamics of skirt formation
- Hydrodynamic thinning of a coating film induced by a small solid defect: evidence of a time-minimum thickness
- Theory for the coalescence of viscous lenses