In this paper we analyze the long time behavior of a phase– field model by showing the existence of global compact attractors in the strong norm of high order Sobolev spaces.In this paper we analyze the long time behavior of a phase– field model by showing the existence of global compact attractors in the strong norm of high order Sobolev spaces
AbstractWe consider a family of phase-field models that couples a Cahn–Hilliard with several Allen–C...
We prove an existence result for an initial-boundary value problem which models a perturbation of a ...
We study a class of three dimensional continuous phase coexistence models, and show that, under diff...
This paper deals with the longtime behavior of the Caginalp phase-field system with coupled dynamic ...
AbstractWe prove the existence of weak solutions for a phase-field model with three coupled equation...
We consider phase-field systems of Caginalp type on a three-dimensional bounded domain. The order pa...
In this paper a nonlocal phase-field model for non-isothermal phase transitions with a non-conserved...
In this paper, the existence of weak solutions is established for a phase-field model of thermal all...
AbstractIn this paper a nonlocal phase-field model for non-isothermal phase transitions with a non-c...
AbstractWe consider the phase field equations in dimensions 1, 2 and 3. We show that it is well-pose...
The method of hysteresis operators in modelling phase transitions is applied here to the problem of ...
This paper is devoted to the study of the well-posedness and the long time behavior of the Caginalpp...
We consider a conserved phase-field system on a tridimensional bounded domain. The heat conduction i...
In this note we examine the long-time behavior of state functions for a climate energy balance model...
AbstractThis paper is concerned with the well-posedness and the asymptotic behavior of solutions to ...
AbstractWe consider a family of phase-field models that couples a Cahn–Hilliard with several Allen–C...
We prove an existence result for an initial-boundary value problem which models a perturbation of a ...
We study a class of three dimensional continuous phase coexistence models, and show that, under diff...
This paper deals with the longtime behavior of the Caginalp phase-field system with coupled dynamic ...
AbstractWe prove the existence of weak solutions for a phase-field model with three coupled equation...
We consider phase-field systems of Caginalp type on a three-dimensional bounded domain. The order pa...
In this paper a nonlocal phase-field model for non-isothermal phase transitions with a non-conserved...
In this paper, the existence of weak solutions is established for a phase-field model of thermal all...
AbstractIn this paper a nonlocal phase-field model for non-isothermal phase transitions with a non-c...
AbstractWe consider the phase field equations in dimensions 1, 2 and 3. We show that it is well-pose...
The method of hysteresis operators in modelling phase transitions is applied here to the problem of ...
This paper is devoted to the study of the well-posedness and the long time behavior of the Caginalpp...
We consider a conserved phase-field system on a tridimensional bounded domain. The heat conduction i...
In this note we examine the long-time behavior of state functions for a climate energy balance model...
AbstractThis paper is concerned with the well-posedness and the asymptotic behavior of solutions to ...
AbstractWe consider a family of phase-field models that couples a Cahn–Hilliard with several Allen–C...
We prove an existence result for an initial-boundary value problem which models a perturbation of a ...
We study a class of three dimensional continuous phase coexistence models, and show that, under diff...
DOI
Add to ORKG