Mathematical models for phase change problems

InhaltsverzeichnisI — Generalized Phase Changes.Internal constraints and constitutive laws, by M. Frémond.Liquid-vapour phase change in porous media, by P. Nicolas.The Cahn-Hilliard model for the kinetics of phase separation, by C. Elliott.An evolution problem related to shape memory alloys, by P. Colli.Automatic control of one-dimensional thermomechanical phase transitions, by J. Sprekels.Irreversible phase changes, by D. Blanchard.Phase change without sharp interfaces, by A. Fasano and M. Primicerio.II — Stefan Problems.The Stefan problem revisited, by J. F. Rodrigues.Stefan problem with surface tension, by A. Visintin.On the singularities of one-dimensional Stefan problems with supercooling, by A. Fasano, M. Primicerio, S. D. Howison and J. R. Ockendon.Kinetic undercooling regularization of supercooled Stefan problems, by S. Howison and Xie W..Two-phase Stefan problems with feedback controls, by K.H. Hoffmann and N. Kenmochi.Local mesh refinements for two-phase Stefan problems in two space variables, by R. H. Nochetto, M. Paolini and C. Verdi.Linearization of parabolic free boundary problems, by R. H. Nochetto.III – Miscellaneous Problems.Externally induced dissipative collision, by M. M Marques.Optimal control of systems governed by hemivariational inequalities, by P. D. Panagiotopoulos and J. Haslinger.A mathematical formulation for a generalized Hertz impact problem, by J. A. C Martins and L. Trabucho.Free boundary value problems arising in composite masonry structures, by C. C. Baniotopoulos.On uniqueness for evolution problems with hysteresis, by M. Hilpert.A diffusion problem with gradient constaint, by L. Santos.AUTHOR INDEX.