Abstract

The contact mechanics of soft matters is strongly affected by short-range adhesive interactions, which can lead to large deformations and contact instabilities.In this work, we present both experimental and numerical investigations of the adhesive contact between soft elastic bodies with a Greenwood and Williamson (GW)-like roughness. To investigate the coalescence of neighbour contact spots, surfaces have been designed with overlapping spherical asperities. Normal contact experiments are carried out by using a home-built device. Numerical simulations are performed with the Interacting and Coalescing Hertzian Asperities (ICHA) model, conveniently modified to take account of adhesion according to the Johnson, Kendall & Roberts (JKR) theory.

Highlights

  • Adhesive contact of soft elastic bodies is of great interest in several engineering applications, ranging from bionispired adhesives [1, 2], soft robots [3, 4], stretchable electronics [5, 6].Surface roughness is known to widely affect the interfacial properties of materials

  • The classical contact mechanics theories are used to describe the simple case of the contact between two elastic spheres

  • We experimentally investigate the adhesive contact of a smooth glass lens and a rubber substrate with a well-defined rough surface

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Summary

Introduction

Adhesive contact of soft elastic bodies is of great interest in several engineering applications, ranging from bionispired adhesives [1, 2], soft robots [3, 4], stretchable electronics [5, 6].Surface roughness is known to widely affect the interfacial properties of materials. [12, 13] showed that neglecting lateral interaction of asperities and coalescence of merging contact spots can lead to a significant underestimation of the contact area even at very small load. Persson [14] developed a theory of adhesion between an elastic solid and a hard randomly rough substrate taking into account that partial contact may occur between the solids at all length scales.

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