The two-dimensional solidification of a dilute binary melt in the small Peclet number with small surface tension is considered. The asymptotic solution for the case of the steady-state cellular growth with the deep cells is being built. Matching technique is suggested to match the solutions in the different regions for the case of any lambda in the range from 0 to 1
We investigate the nonlinear evolution of the morphological deformation of a solid-liquid interface ...
In order to match the growth of the decentered square and the evolution of the interface cell in a t...
A cellular automata (CA) model has been developed for solidification simulation considering the kine...
The present thesis is concerned with steady state of cellular growth in directional solidification w...
Microsegregation in a binary alloy solidified in the form of deep cells is predicted using a simplif...
International audienceA two-dimensional (2D) cellular automaton (CA)-finite element (FE) model devel...
Solute trapping is an important phenomenon in rapid solidification of alloys, for which the continuo...
A mathematical model describing the steady-state solidification of ternary systems with mushy layers...
We consider models for liquid phase epitaxy without and with elasticity. The models are based on con...
The topic of this dissertation is the solidification of a binary melt. The investigation is separate...
Controlled plane front solidification of alloys and other binary substances under an imposed tempera...
We present a simulation of the growth of a two-dimensional biological cellular system in which the c...
The physics of ice crystal growth from the liquid phase, especially in the presence of salt, has rec...
A full phase field model of eutectic growth is proposed, which incorporates the generic features of ...
Cellular spacings and solidification thermal variables were determined for three dilute Pb-Sb alloys...
We investigate the nonlinear evolution of the morphological deformation of a solid-liquid interface ...
In order to match the growth of the decentered square and the evolution of the interface cell in a t...
A cellular automata (CA) model has been developed for solidification simulation considering the kine...
The present thesis is concerned with steady state of cellular growth in directional solidification w...
Microsegregation in a binary alloy solidified in the form of deep cells is predicted using a simplif...
International audienceA two-dimensional (2D) cellular automaton (CA)-finite element (FE) model devel...
Solute trapping is an important phenomenon in rapid solidification of alloys, for which the continuo...
A mathematical model describing the steady-state solidification of ternary systems with mushy layers...
We consider models for liquid phase epitaxy without and with elasticity. The models are based on con...
The topic of this dissertation is the solidification of a binary melt. The investigation is separate...
Controlled plane front solidification of alloys and other binary substances under an imposed tempera...
We present a simulation of the growth of a two-dimensional biological cellular system in which the c...
The physics of ice crystal growth from the liquid phase, especially in the presence of salt, has rec...
A full phase field model of eutectic growth is proposed, which incorporates the generic features of ...
Cellular spacings and solidification thermal variables were determined for three dilute Pb-Sb alloys...
We investigate the nonlinear evolution of the morphological deformation of a solid-liquid interface ...
In order to match the growth of the decentered square and the evolution of the interface cell in a t...
A cellular automata (CA) model has been developed for solidification simulation considering the kine...