Abstract
The bilayered structure of hard thin film on soft substrate can lose stability and form specific patterns, such as wrinkles or creases, on the surface, induced by external stimuli. For bilayer hydrogels, the surface morphology caused by the instability is usually controlled by the solvent-induced swelling/shrinking and mechanical force. Here, two important issues on the instability of bilayer hydrogels, which were not considered in the previous studies, are focused on in this study. First, the upper layer of a hydrogel is not necessarily too thin. Thus we investigated how the thickness of the upper layer can affect the surface morphology of bilayer hydrogels under compression through both finite element (FE) simulation and theoretical analysis. Second, a hydrogel can absorb water molecules before the mechanical compression. The effect of the pre-absorption of water before the mechanical compression was studied through FE simulations and theoretical analysis. Our results show that when the thickness of the upper layer is very large, surface wrinkles can exist without transforming into period doublings. The pre-absorption of the water can result in folds or unexpected hierarchical wrinkles, which can be realized in experiments through further efforts.
Highlights
Bilayered soft structures are ubiquitous and widely used in many engineering applications [1], such as in sensors [2,3,4,5], in microfluidic devices [6,7], in responsive coatings [8], in smart adhesives [9], and in the control of cellular behaviors [10,11]
This study first shows the effect of the upper-layer thickness through finite element (FE) simulations
FE simulations, and experiments, this study explored the effects of the thickness and pre-absorption of water in the upper layer on the surface instability of a bilayer hydrogel under compression
Summary
Bilayered soft structures are ubiquitous and widely used in many engineering applications [1], such as in sensors [2,3,4,5], in microfluidic devices [6,7], in responsive coatings [8], in smart adhesives [9], and in the control of cellular behaviors [10,11]. The control of surface patterns allows the regulation and tuning of transport in microfluidic channels [20,21], chemical adhesion [22,23], wetting [24,25], and optical function [18] Examples of such surface patterns include wrinkles [26,27], creases [28,29,30], folds [31], ripples [32,33], two-dimensional labyrinths, and herringbone patterns [34,35]. They are usually related to the natural phenomena of elastic buckling instability under mechanical
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