A free boundary model for dendritic growth in a non-stationary fluid is pre
sented. The model is used to evaluate the effect on dendritic growth of flu
id flow orthogonal to the principal growth direction. It is found that such
a flow causes rotation of the tip due to thermal/solutal advection and tha
t, for small angular deflections, the rotation is a constant per unit lengt
h of growth. This rotation is found to be a function of the cross flow and
growth Peclet numbers. Results from the dendrite growth model are used in a
Cellular Automaton (CA) model of rosette formation. It is found that the p
redicted bending rates could give rise to rosette formation without any nee
d to invoke mechanical effects. Moreover, the magnitude of the bending para
meter defines a maximum size to which a dendritic crystal could grow before
being spheroidized. (C) 1999 Acta Metallurgica Inc. Published by Elsevier
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