Stability of a uniformly spaced dendritic array against a spatial peri
od doubling instability was studied through UV thermal perturbations o
f every other dendrite tip. We observed that above a critical pulling
speed the array is stable against these perturbations and we measured
decreasing decay rates of the perturbed mode as we approached the crit
ical speed. In the linear regime, our measurements are qualitatively c
onsistent with the Warren-Langer linear stability analysis for a dendr
itic array [J.A. Warren and J. S. Langer, Phys. Rev. A 42, 3518 (1990)
; Phys. Rev. E 47, 2702 (1993)], while in the nonlinear regime fitting
to a third order amplitude equation shows that the transition is subc
ritical.