The tendency of growing columnar dendrites to incline into the flow di
rection under the influence of some shear flow at the solidification f
ront is a well-known phenomenon in directionally solidifying alloys. A
ccording to literature this effect is due to a deformation of the solu
te layer around a dendrite tip. It is assumed that solute-rich liquid
is swept away from the upstream side of the dendrite tip to the downst
ream side, leading to a local enrichment of the solute and lowering of
the solidus temperature on the downstream side. This gives preferenti
al growth conditions on the upstream side, thus causing the crystal ti
ps to incline upstream. On the basis of stirring experiments carried o
ut at the Giesserei-Institut the deformation of the solute layer by fo
rced convection at a 2-dimensional sine-wave-modulated interface and a
3-dimensional paraboloid of revolution was studied using a FEM-code (
FIDAP) to solve the momentum and species transport equations under ste
ady state conditions. The sine-wave-modulated interface could not acco
unt for the solute pile-up at the downstream side, especially after in
corporating the influence of a solute partition coefficient at the int
erface. After adapting the 3-dimensional paraboloid to the analytic Iv
antsov-solution describing the growth of an isoconcentrate dendrite ti
p a higher solute concentration could be observed at the downstream si
de of the dendrite tip. The results indicate that the sweep away effec
t actually occurs at the dendrite tip as long as the diffusion layers
around the dendrite tips do not influence each other.