The most stable state of a droplet on anisotropic patterns: support for a missing link. Issue 3 (30th January 2018)

• Record Type: Journal Article
• Authors: Sun, Yujin; Jiang, Youhua; Choi, Chang-Hwan; Xie, Guangyuan; Liu, Qingxia; Drelich, Jaroslaw W
• Is Part Of: Surface innovations. Volume 6:Issue 3(2018:Jul.)
• Page Start: 133
• Page End: 140
• Publication Date: 2018-01-30
• Subjects: adhesion -- contact angle -- roughness; Surfaces (Technology) -- Periodicals; Surfaces (Physics) -- Periodicals; 620.44
• DOI: 10.1680/jsuin.17.00064
• Languages: English
• ISSNs: 2050-6260

Abstract

Abstract : Surface tension and capillary forces were measured for water droplets in contact with anisotropic hydrophobic patterns made of microscopic ridges and grooves using a microbalance. Integrated with a charge-coupled device camera, the instrument allowed capturing of the synchronous images of a droplet during its spreading, compression, stretching and detachment. These images were used to analyze the evolution of the droplet shape and quantify its base diameter and contact angle in both the longitudinal and traverse directions. The experiments confirmed that a water droplet spreads preferentially along the longitudinal direction, on top of the ridges, following the continuity of the solid and producing asymmetry in the drop shape. Switching the droplet wetting mode from advancing to receding causes the droplet to symmetrize its shape. It was found that the maximum adhesion between the droplet and hydrophobic pattern coincides with droplet base circularity and apparent contact angles of nearly identical values measured in the longitudinal and traverse directions. These findings confirm that the most stable configuration for a liquid droplet on a rough solid surface appears only when the droplet base is axisymmetric. It is also demonstrated that the Cassie–Baxter equation pertains only to the droplet in the most stable state, where the excess free energy is minimized.