The effect of spatially localized, time-periodic forcing on the Fe \ 1 M H2
SO4 system is studied experimentally within the oscillatory and excitable r
egion. The electrode surface is perturbed locally or globally by a laser be
am. The resulting response depends strongly on the period and phase of the
external forcing. When periodic laser perturbations are applied to the exci
table state, the resulting response is large excitations for a large forcin
g period and pairs of small and large excitations for a small forcing perio
d. During autonomous oscillations the response is entrained either complete
ly or by combinations of autonomous and excitable peaks. A systematic proce
dure is applied, based on single perturbation experiments, for the construc
tion of one-dimensional maps for the periodically forced oscillator. A math
ematical model is proposed for the description of the dynamical phenomena i
nduced by the laser light. The model equations predict most of the experime
ntal findings.