Self-similar solutions of the Stefan problem
- 40 Downloads
Investigation is made of one of the self-similar regimes in the problem of a crystal growing from a pure melt with an isothermal surface. This regime is shown to exist only in the case of two-dimensional, cylindrical, or spherical geometry of the crystal and also when a two-dimensional crystal grows on a surface isometric to the surface of revolution. Modeling of the spherical crystal growth by two-dimensional crystallization on the surface of revolution is discussed.
KeywordsCrystallization Statistical Physic Crystal Growth Spherical Geometry Isothermal Surface
Unable to display preview. Download preview PDF.