We propose a model for non-isothermal phase transitions with non-conserved order parameter driven by a spatially nonlocal free energy with respect to both the temperature and the order parameter. The resulting system of equations is shown to be thermodynamically consistent and to admit a strong solution.
Nonlocal temperature-dependent phase-field models for non-isothermal phase transitions / E. Rocca. ((Intervento presentato al convegno Inverse and Direct Problems tenutosi a Cortona nel 20-24 giugno 2005.
Nonlocal temperature-dependent phase-field models for non-isothermal phase transitions
E. RoccaPrimo
2005
Abstract
We propose a model for non-isothermal phase transitions with non-conserved order parameter driven by a spatially nonlocal free energy with respect to both the temperature and the order parameter. The resulting system of equations is shown to be thermodynamically consistent and to admit a strong solution.File in questo prodotto:
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