[HTML][HTML] A type III phase-field system with a logarithmic potential
A Miranville, R Quintanilla - Applied mathematics letters, 2011 - Elsevier
Applied mathematics letters, 2011•Elsevier
Our aim in this note is to study the existence and uniqueness of solutions to a phase-field
system, based on type III heat conduction, with a logarithmic potential. The main difficulty is
to prove that the order parameter remains in the physically relevant range and this is
achieved by deriving proper a priori estimates.
system, based on type III heat conduction, with a logarithmic potential. The main difficulty is
to prove that the order parameter remains in the physically relevant range and this is
achieved by deriving proper a priori estimates.
Our aim in this note is to study the existence and uniqueness of solutions to a phase-field system, based on type III heat conduction, with a logarithmic potential. The main difficulty is to prove that the order parameter remains in the physically relevant range and this is achieved by deriving proper a priori estimates.
Elsevier
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