Numerical-analytic methods in the theory of boundary-value problems
Numerical-analytic methods in the theory of boundary-value problems By N I Ronto; A M Samoĭlenko
2000 | 462 Pages | ISBN: 981023676X | PDF | 12 MB
2000 | 462 Pages | ISBN: 981023676X | PDF | 12 MB
The complex processes of state changes can be interpreted by resorting to Statistical Quantum Mechanics. However, it is well known that a phenomenological description of state changes can be obtained by using the classical continuum theory. This book supplies a panoramic picture of known and new mathematical models which are suitable to describe phase changes from a mascroscopic view point. All these models are derived from the theory of continuous systems with a nonmaterial interface and describe processes of solidification, melting and vaporization. The nonlocal continuum theory of systems with a non material interface provides a more complex mathematical model in dealing with crystal growth either in a pure melt or in a mixture. A chapter is devoted to the analysis of phase changes in ferroelectric and ferromagnetic crystals