Mechanics of an adhesive tape in a zero degree peel test: effect of large deformation and material nonlinearity.

The common pressure sensitive adhesive (PSA) tape is a composite consisting of a stiff backing layer and a soft adhesive layer. A simple and common way to test how adhesive tapes respond to large shear deformations is the zero degree peel test. Because the backing is very stiff compared to the adhesive layer, the region where the adhesive layer is subjected to large shear can be hundreds of times its thickness. We use a large deformation hyperelastic model to study the stress and deformation fields in the adhesive layer in this test. We present a closed-form solution for the stress field in the adhesive layer and use this solution to determine how load is transferred from the backing layer to the adhesive. Our analytical model is then compared with finite element results, and except for a small region near the peel front, the predicted stress and deformation agree well with the finite element model. Interestingly, we find very different results from the classical linear theory established by Kaelble. In particular for large deformations, our analysis shows that the lateral stresses (parallel to the rigid substrate) are much larger than the shear stress in the adhesive layer. The discrepancy in the stress state and the deformation state with the linear theory is particularly large near the peel front, which we study with a finite element model. These new results will be very useful to interpret experiments and in particular to identify the high stress regions where failure is likely to initiate in zero-degree peel tests also called shear resistance tests in the PSA industry.

Shear Adhesion of Tapered Nanopillar Arrays.

Tapered nanopillars with various cross sections, including cone-shaped, stepwise, and pencil-like structures (300 nm in diameter at the base of the pillars and 1.1 µm in height), are prepared from epoxy resin templated by nanoporous anodic aluminum oxide (AAO) membranes. The effect of pillar geometry on the shear adhesion behavior of these nanopillar arrays is investigated via sliding experiments in a nanoindentation system. In a previous study of arrays with the same geometry, it was shown that cone-shaped nanopillars exhibit the highest adhesion under normal loading while stepwise and pencil-like nanopillars exhibit lower normal adhesion strength due to significant deformation of the pillars that occurs with increasing indentation depth. Contrary to the previous studies, here, we show that pencil-like nanopillars exhibit the highest shear adhesion strength at all indentation depths among three types of nanopillar arrays and that the shear adhesion increases with greater indentation depth due to the higher bending stiffness and closer packing of the pencil-like nanopillar array. Finite element simulations are used to elucidate the deformation of the pillars during the sliding experiments and agree with the nanoindentation-based sliding measurements. The experiments and finite element simulations together demonstrate that the shape of the nanopillars plays a key role in shear adhesion and that the mechanism is quite different from that of adhesion under normal loading.

Orthogonal Control of Stability and Tunable Dry Adhesion by Tailoring the Shape of Tapered Nanopillar Arrays.

Tapered nanopillar structures of different cross-sectional geometries including cone-, pencil-like, and stepwise are prepared from anodized aluminum oxide templates. The shape effect on the adhesion strength is investigated in experiments and simulation. Cone-shaped nanopillars are highly bendable under load and can recover after unloading, thus, warranting high adhesion strength, 34 N cm(-2) . The pencil-like and stepwise nano-pillars are, however, easily fractured and are not recoverable under the same conditions.