In
underwater adhesion of a topographically patterned surface with
a very soft material such as human skin, the elastic deformation can
be large enough to achieve solid-on-solid contact not only on top
of the hills but also in the valleys of the substrate topography.
In this context, we have studied the dynamics of dewetting of a thin
liquid film confined between a rigid, periodic micropillar array and
a soft, elastic sphere. In our experiments, we observed two very distinct
dewetting morphologies. For large ratios of array period to micropillar
height and width, the dewetted areas tend to have a diamond-like shape
and expand with a rate similar to a flat, unpatterned substrate. When
the array period is reduced, the morphology of the dry spot becomes
irregular and its expansion rate is significantly reduced. We developed
a fully coupled numerical model of the dewetting process that reproduces
the key features observed in experiments. Moreover, we performed contact
mechanics simulations to characterize the deformation of the elastomer
and the shape of the dewetted area in a unit cell of the micropillar
array.