A metric approach to plasticity via Hamilton-Jacobi equation (2010)

Profile Card Research product

Share this record with your favourite social network:

Authors:: Auricchio Ferdinando; Bonetti Elena; Antonio Marigonda
Title:: A metric approach to plasticity via Hamilton-Jacobi equation
Year:: 2010
Short description of contents:: Thermodynamical consistency of plasticity models is usually written in terms of the so-called "maximum dissipation principle''. In this paper, we discuss constitutive relations for dissipative materials written through suitable generalized gradients of a (possibly non-convex) metric. This new framework allows us to generalize the classical results providing an interpretation of the yield function in terms of Hamilton-Jacobi Equations theory.
Name of journal:: MATHEMATICAL MODELS AND METHODS IN APPLIED SCIENCES
ISSN:: 0218-2025
Type of item:: Journal papers
Tipologia ANVUR:: Articolo su rivista
Category ISI-CRUI:: Mathematics
Language:: Inglese
Nations of authors:: ITALIA
Format:: A Stampa
ISI publications:: Sì
Number of pages:: 31
Page numbers:: 1617-1647
Keyword:: plasticity models, metric associated to Hamilton-Jacobi equation, dissipative metric, energetic formulation
Referee:: Sì
N° Volume:: 20
Number or Folder:: 9
Product ID:: 57930
Id Ugov:: 344803
Deposited By:: Antonio Marigonda
Deposited On:: October 27, 2010
Last Modified:: October 27, 2010

Related projects
Title	Department	People in charge
Metodi di viscosità e metrici per l'omogeneizzazione (GNAMPA 2009 ESTERNO)	Department Informatica	Antonio Marigonda

<<back
This Istitutional archive-creating software, developed by University of Verona and integrated with the research product manager U-gov Cineca, generates an open archive that is compliant with the Open Archives Protocol for Metadata Harvesting OAI 2.0. Contact the administrator at: openarchiveateneounivrit