Abstract
Growth of fluctuationally emerging nuclei of a new phase is considered by the example of the process of volume crystallization of a supercooled binary melt. The evolution of the size distribution function for crystals, the kinetics of removal of supercooling, and the change in impurity concentration and temperature in the melt are investigated on the basis of a nonlinear system of mass balance and heat balance equations and the kinetic equation for the crystal size distribution density function. Asymptotic representations for the basic macroscopic characteristics of the process are obtained.
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