We have studied patterns of electrically driven convective vortices in
thin freely suspended films of smectic liquid crystal at and above th
e onset of convection. We present measurements of the convective ampli
tude above onset, the spatial variation of the amplitude due to the pr
esence of end walls, and the relaxation of the amplitude following a s
udden change in the experimental control parameter. Our experimental r
esults are shown to agree with predictions based on the Ginzburg-Landa
u equation, and we find values for the dimensionless length and time s
cales of the Ginzburg-Landau equation.