Size matching effect on Wenzel wetting on fractal surfaces

Materials with fractal structures may show distinct features of wetting. Here we report the characteristics of wetting of liquid caps on fractal surfaces in the Wenzel wetting regime. It shows that the relationship between the apparent and Young’s contact angles is associated with the size-matching...

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Main Author: Qiang Zeng
Format: Article
Language:English
Published: Elsevier 2018-09-01
Series:Results in Physics
Online Access:http://www.sciencedirect.com/science/article/pii/S2211379718313974
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author Qiang Zeng
author_facet Qiang Zeng
author_sort Qiang Zeng
collection DOAJ
description Materials with fractal structures may show distinct features of wetting. Here we report the characteristics of wetting of liquid caps on fractal surfaces in the Wenzel wetting regime. It shows that the relationship between the apparent and Young’s contact angles is associated with the size-matching degree or discrepancy between the liquid caps and substrate. An explicitly fractal-dimension-and size-related equation is developed to bridge over the apparent contact angle and the Young’s contact angle, and validated by the experimental results of water wetting on nanostructured fractal surfaces reported in the literature. The features of the Wenzel wetting of liquid caps on fractal surfaces are also discussed. This work enables us to understand the wetting regimes on fractal surfaces, and may pave a path for the rational uses of fractal structures to control liquid wetting. Keywords: Wetting, Contact angle, Fractal, Scale
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spelling doaj.art-45c7e6cb9fcf429086605c176d3029132022-12-22T00:48:49ZengElsevierResults in Physics2211-37972018-09-0110588593Size matching effect on Wenzel wetting on fractal surfacesQiang Zeng0Institute of Advanced Engineering Structures and Materials, College of Civil Engineering and Architecture, Yuhangtang Rd 866, Zhejiang University, 310058 Hangzhou, PR ChinaMaterials with fractal structures may show distinct features of wetting. Here we report the characteristics of wetting of liquid caps on fractal surfaces in the Wenzel wetting regime. It shows that the relationship between the apparent and Young’s contact angles is associated with the size-matching degree or discrepancy between the liquid caps and substrate. An explicitly fractal-dimension-and size-related equation is developed to bridge over the apparent contact angle and the Young’s contact angle, and validated by the experimental results of water wetting on nanostructured fractal surfaces reported in the literature. The features of the Wenzel wetting of liquid caps on fractal surfaces are also discussed. This work enables us to understand the wetting regimes on fractal surfaces, and may pave a path for the rational uses of fractal structures to control liquid wetting. Keywords: Wetting, Contact angle, Fractal, Scalehttp://www.sciencedirect.com/science/article/pii/S2211379718313974
spellingShingle Qiang Zeng
Size matching effect on Wenzel wetting on fractal surfaces
Results in Physics
title Size matching effect on Wenzel wetting on fractal surfaces
title_full Size matching effect on Wenzel wetting on fractal surfaces
title_fullStr Size matching effect on Wenzel wetting on fractal surfaces
title_full_unstemmed Size matching effect on Wenzel wetting on fractal surfaces
title_short Size matching effect on Wenzel wetting on fractal surfaces
title_sort size matching effect on wenzel wetting on fractal surfaces
url http://www.sciencedirect.com/science/article/pii/S2211379718313974
work_keys_str_mv AT qiangzeng sizematchingeffectonwenzelwettingonfractalsurfaces