A Brief Consideration of Hydrophilicity and Hydrophobicity: A Simplified Derivation of Young, Wenzel, and Cassie–Baxter Equations

6 Pages Posted: 6 Oct 2022

See all articles by Katarina Kokalj

Katarina Kokalj

Jozef Stefan Institute

Anton Kokalj

Jozef Stefan Institute

Date Written: September 27, 2022

Abstract

Superhydrophobic surfaces show high water repellency, as they are not wetted by water (in contrast, superhydrophilic surfaces are wetted completely). The most important requirements for preparing a superhydrophobic surface are the combination of the material's surface properties and its topography, i.e., surface roughness. In this communication, we present a simplified derivation of fundamental equations that govern hydrophobicity/hydrophilicity and explain when and why roughness increases the hydrophobicity or the hydrophilicity of surfaces. Instead of free-energy arguments usually used in such derivations, we rely on forces and work to make the derivations more accessible to high-school students.

Keywords: (super) hydrophobicity, (super) hydrophilicity, Young’s equation, Wenzel model, Cassie–Baxter mode

Suggested Citation

Kokalj, Katarina and Kokalj, Anton, A Brief Consideration of Hydrophilicity and Hydrophobicity: A Simplified Derivation of Young, Wenzel, and Cassie–Baxter Equations (September 27, 2022). Available at SSRN: https://ssrn.com/abstract=4230852 or http://dx.doi.org/10.2139/ssrn.4230852

Katarina Kokalj

Jozef Stefan Institute

Anton Kokalj (Contact Author)

Jozef Stefan Institute ( email )

Jamova 39
Ljubljana, 1000

Do you have a job opening that you would like to promote on SSRN?

Paper statistics

Downloads
138
Abstract Views
697
Rank
457,655
PlumX Metrics