2022
DOI: 10.1021/acs.langmuir.2c01847
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Theoretical Investigation of Wenzel and Cassie Wetting States on Porous Films and Fiber Meshes

Abstract: In this study, the wetting phenomenon on a thin, porous film covering a substrate was investigated on the basis of a classical equilibrium theory. The equilibrium contact angles of the Wenzel, hydrophobic Cassie, and hydrophilic Cassie states and the transition points between them were derived as functions of parameters, such as the porosity and specific surface area of the porous film. These expressions were applied to describe wetting on fiber mats/meshes. The equilibrium contact angles and transition points… Show more

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Cited by 7 publications
(2 citation statements)
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“…To clarify the effect of NA and CNA on the hydrophobicity of the film, the static water contact angle is also measured (Figure S2, Supporting Information) from 56.6° (control) to 69.7° (NA) and 78.3° (CNA). On the basis of Wenzel's theory, [ 38 ] in the case of under 90° contact angle, the increase in hydrophobicity can be attributed to the decrease in surface roughness, which supports the atomic force microscopy (AFM) results below ( Figure 3 a). This is further demonstrated by the reduction of the perovskite roughness from 27.3 (control) to 20.0 (NA) and 15.6 nm (CNA) after modification to form films with more uniform and dense surfaces.…”
Section: Resultssupporting
confidence: 81%
“…To clarify the effect of NA and CNA on the hydrophobicity of the film, the static water contact angle is also measured (Figure S2, Supporting Information) from 56.6° (control) to 69.7° (NA) and 78.3° (CNA). On the basis of Wenzel's theory, [ 38 ] in the case of under 90° contact angle, the increase in hydrophobicity can be attributed to the decrease in surface roughness, which supports the atomic force microscopy (AFM) results below ( Figure 3 a). This is further demonstrated by the reduction of the perovskite roughness from 27.3 (control) to 20.0 (NA) and 15.6 nm (CNA) after modification to form films with more uniform and dense surfaces.…”
Section: Resultssupporting
confidence: 81%
“…Emami et al [8] simplifies two-layer fibrous structure as a plane to explore the influence of fiber orientation on the CB stability. In addition, Onda [9] built a model for the equilibrium contact angle on fibrous structure, which is simplified as a porous film, so the equilibrium contact angle is related to volume porosity, film thickness, etc.…”
Section: Introductionmentioning
confidence: 99%