Abstract
We consider directional solidification of a binary alloy during the initial transient period in which the interface velocity, concentration, and temperature gradients are changing with time. We introduce sinusoidal perturbations of the planar crystal-melt interface and numerically calculate the time evolution of these perturbations. The results for morphological instability are in good agreement with the Mullins and Sekerka analysis of the time-independent base state if the instantaneous values of the temperature gradient and solidification velocity are used in the analysis; the agreement increases with decreasing degree of instability.
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