In a previous paper [J. Appl. Phys. 82 (1997) 3783] we presented an analysi
s of the stability of a dendrite against a small perturbation to the tip ve
locity. This model demonstrated that dendritic growth in pure metals and al
loys would become unstable above some upper critical undercooling DeltaT(2)
* while in alloys above a critical concentration, dendritic growth may also
become unstable below a lower critical undercooling, DeltaT(1)*. However,
for DeltaT(1)* quantitative agreement between the example system studied, N
i-Cu, and the available data was poor. In this paper, we present an improve
d computational scheme which allows us to relax the assumption that dendrit
es propagate as isothermal paraboloids of revolution. This results in much
improved agreement with the experimental data. (C) 2001 Elsevier Science B.
V. All rights reserved.