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. The asymptotic behavior of an elastic thin film penalized by a van der Wals type interfacial energy is investigated when,both its thickness and the magnitude,of the additional energy vanish in the limit. Keeping track of both mid-plane and out of plane deformations (through the introduction of the Cosserat vector), the resulting behavior strongly depends upon the ratio between thickness and interfacial energy.

Thin elastic films: The impact of higher order perturbations