Data di Pubblicazione:
2016
Abstract:
Pierre Marie Suquet’s pioneering work on plasticity paved the way for the math- ematical theory of plasticity as we know it today. In this contribution we propose to review the most recent advances on that front and to illustrate how those impact classical problems of quasi-static elasto-plastic evolutions. Most notably, we exhibit new flow rules and derive conditions that prohibit the onset of plastic slips. From these, we obtain new uniqueness results for such evolutions.
Tipologia CRIS:
1.1 Articolo in rivista
Keywords:
Plastic slips; Plasticity; Quasi-static evolutions; Space of bounded deformation; Uniqueness; Condensed Matter Physics; Mechanics of Materials; Mechanical Engineering
Elenco autori:
Francfort, Gilles A; Giacomini, Alessandro; Marigo, Jean Jacques
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