A lower semicontinuity result is proved in the space of special functions of bounded deformation for a fracture energetic model according to Barenblatt’s theory, i.e. $$int_{J_u}arphi([u]cdot u) d mathcal H^{N-1} ; [u]cdot u geq 0 hbox{ a.e. on }J_u $$
A lower semicontinuity result in SBD / Gargiulo, G; Zappale, Elvira. - In: JOURNAL OF CONVEX ANALYSIS. - ISSN 0944-6532. - 15:(2008), pp. 191-200.
A lower semicontinuity result in SBD
ZAPPALE, ELVIRA
2008
Abstract
A lower semicontinuity result is proved in the space of special functions of bounded deformation for a fracture energetic model according to Barenblatt’s theory, i.e. $$int_{J_u}arphi([u]cdot u) d mathcal H^{N-1} ; [u]cdot u geq 0 hbox{ a.e. on }J_u $$File allegati a questo prodotto
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