2018
DOI: 10.1016/j.commatsci.2017.11.036
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Wetting properties of structured interfaces composed of surface-attached spherical nanoparticles

Abstract: The influence of the external pressure and surface energy on the wetting transition at nanotextured interfaces is studied using molecular dynamics and continuum simulations. The surface roughness of the composite interface is introduced via an array of spherical nanoparticles with controlled wettability. We find that in the absence of an external pressure, the liquid interface is flat and its location relative to the solid substrate is determined by the particle size and the local contact angle. With increasin… Show more

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Cited by 8 publications
(4 citation statements)
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“…Note that these results are obtained for a specific areal fraction, i.e., φ S = 10 πR 2 /A ≈ 0.48, where A = 50 × 440 σ 2 is the area of the solid plane, and R = 18.3 σ is the radius of a sphere with the excluded volume of atoms of size σ. In the recent study, it was shown that the critical pressure, below which a polymer film remains suspended on an array of spherical particles with a similar areal fraction, can be equally well estimated by MD simulations and numerical minimization of the interfacial energy [33]. We comment also that the local contact angle of a polymer (10-mers) droplet residing on a flat solid plane with the density of 1.0 σ −2 was evaluated previously as a function of the surface energy [33].…”
Section: Resultsmentioning
confidence: 99%
See 1 more Smart Citation
“…Note that these results are obtained for a specific areal fraction, i.e., φ S = 10 πR 2 /A ≈ 0.48, where A = 50 × 440 σ 2 is the area of the solid plane, and R = 18.3 σ is the radius of a sphere with the excluded volume of atoms of size σ. In the recent study, it was shown that the critical pressure, below which a polymer film remains suspended on an array of spherical particles with a similar areal fraction, can be equally well estimated by MD simulations and numerical minimization of the interfacial energy [33]. We comment also that the local contact angle of a polymer (10-mers) droplet residing on a flat solid plane with the density of 1.0 σ −2 was evaluated previously as a function of the surface energy [33].…”
Section: Resultsmentioning
confidence: 99%
“…In the recent study, it was shown that the critical pressure, below which a polymer film remains suspended on an array of spherical particles with a similar areal fraction, can be equally well estimated by MD simulations and numerical minimization of the interfacial energy [33]. We comment also that the local contact angle of a polymer (10-mers) droplet residing on a flat solid plane with the density of 1.0 σ −2 was evaluated previously as a function of the surface energy [33].…”
Section: Resultsmentioning
confidence: 99%
“…The spreading of liquid droplets on a solid substrate is ubiquitous and critical in nature and industries with extensive applications in lubrication, painting, surface coating, oil recovery, and so forth. Microscopically, the ultimate state of spreading is determined by the competition between two forces: the attraction from the substrate and the friction between the liquid layers and the substrate surface. Influencing both the forces at the molecular scale, solid–liquid interactions play a crucial role in spreading dynamics. ,, Therefore, it is vitally important to investigate the effects of solid–liquid interactions on the spreading of liquid on the solid surface. However, even though the spreading of liquid droplets on solid substrates has been extensively studied, ,, a fundamental understanding of how the solid–liquid interactions control the substrate hydrophilicity and the spreading phenomena is still lacking.…”
Section: Introductionmentioning
confidence: 99%
“…Khomenko et al 40 studied the behavior of silver and nickel nanoparticles interacting with a graphene sheet and measured the frictional force on the sheet as a function of their size. Bhattari et al 41 investigated the effect of external pressure and surface energy on the wetting of nanotextured surfaces and obtained the critical pressure with regard to the curvature of the liquid interface.…”
Section: ■ Introductionmentioning
confidence: 99%