2014
DOI: 10.1149/2.0431410jes
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Wetting Behavior of Hierarchical Oxide Nanostructures: TiO2Nanotubes from Anodic Oxidation Decorated with ZnO Nanostructures

Abstract: Titania nanotubes (TiO 2 NTs) of 5 μm in length and 100 nm in the external diameter are easily formed by anodic oxidation. They are used as hollow substrates to deposit different ZnO nanostructures, such as nanoparticles and nanowires by employing two different techniques, electrodeposition and hydrothermal growth, respectively. In this way highly nanostructured and hierarchical sample surfaces were obtained, showing high level of crystallinity of both TiO 2 anatase and ZnO wurtzite materials. In addition, the… Show more

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Cited by 32 publications
(15 citation statements)
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References 40 publications
(67 reference statements)
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“…are the dispersive portions of surface tension for the solid and liquid surfaces, respectively. By combining Young's equation [56] with Equation 2 [59]. In any case, the present study suggests that both the hydrophobic/hydrophilic transition behavior and nanomechanical properties of the Bi 2 Se 3 thin films can be manipulated by controlling the target compositions.…”
Section: Wettability Behaviormentioning
confidence: 83%
“…are the dispersive portions of surface tension for the solid and liquid surfaces, respectively. By combining Young's equation [56] with Equation 2 [59]. In any case, the present study suggests that both the hydrophobic/hydrophilic transition behavior and nanomechanical properties of the Bi 2 Se 3 thin films can be manipulated by controlling the target compositions.…”
Section: Wettability Behaviormentioning
confidence: 83%
“…According to the analysis of the FGG method, the considered critical interaction is the dispersive force or the van der Waals force across the interface existing between the water droplet and the solid surface. The FGG equation is given as: The wettability behavior of the surface is strongly related to the surface morphology of the sample surface [27]. The results of wettability tests are shown in the inset of Figure 2a-c. With an increasing R rms , a larger amount of air is expected to be trapped in the gap of the nanoislands [28], which, in turn, would greatly increase the contact area of the air-water interface (i.e., preventing the water droplets from penetrating into the air pockets), resulting in a larger contact angle (θ CA ), as displayed in the rougher sample (see the Cu-6% doping CZO thin film in Figure 2b).…”
Section: Resultsmentioning
confidence: 99%
“…In addition, the surface wettability experiment often serves as the most convenient measure of surface energy and is commonly quantified by relating the surface energies with the obtained θ CA (contact angle) via Young's equation: γ sv = γ sl + γ lv cosθ CA , with γ sv , γ sl , and γ lv being the surface tension between solid-vapor, solid-liquid, and liquid-vapor, respectively [33]. By considering that the critical interaction is the dispersive force or the van der Waals force across the interface existing between the water droplet and the solid surface, the surface energy for CNO thin films was calculated using the Fowkes-Girifalco-Good (FGG) theory [33] in combination with Young's equation. The FGG equation is given as: γ ls = γ s + γ l − 2 γ d s γ d l , with γ d l and γ d s being denoted as the dispersive portions of the surface tension for the liquid and solid surfaces, respectively.…”
Section: Wettability and Surface Energymentioning
confidence: 99%