For a specific notion of convergence, a representation formula for the energy of a structured deformation is obtained. The corresponding bulk and surface densities are determined by the lower semicontinuous and convex envelope and by the subadditive envelope, respectively, of the bulk and surface energy densities assumed for simple deformations

The energy of a one-dimensional structured deformation

DEL PIERO, Gianpietro
2001

Abstract

For a specific notion of convergence, a representation formula for the energy of a structured deformation is obtained. The corresponding bulk and surface densities are determined by the lower semicontinuous and convex envelope and by the subadditive envelope, respectively, of the bulk and surface energy densities assumed for simple deformations
2001
DEL PIERO, Gianpietro
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Utilizza questo identificativo per citare o creare un link a questo documento: https://hdl.handle.net/11392/1201104
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