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  1. Outputs

Global solution to a phase field model with irreversible and constrained phase evolution

Academic Article
Publication Date:
2002
abstract:
This note deals with a nonlinear system of PDEs describing some irreversible phase change phenomena that accounts for a bounded limit velocity of the phase transition process. The underlying model is thermodynamically consistent as it can be proved by a balance of the internal microscopic forces. An existence result is established by using time discretization, compactness arguments, and techniques of subdi erential operators.
Iris type:
1.1 Articolo in rivista
Keywords:
PHASE-FIELD MODEL; IRREVERSIBLE EVOLUTION; DOUBLY NONLINEAR SYSTEM; MAXIMAL MONOTONE OPERATOR
List of contributors:
Luterotti, F; Schimperna, GIULIO FERNANDO; Stefanelli, ULISSE MARIA
Authors of the University:
SCHIMPERNA GIULIO FERNANDO
Handle:
https://iris.unipv.it/handle/11571/118134
Published in:
QUARTERLY OF APPLIED MATHEMATICS
Journal
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