A two-dimensional lattices, cells of which excite depending on exact number
s of their excited neighbors, exhibit rich patterns of space-time behavior:
from chaotic activity to traveling waves to swarms of self-localized excit
ations. What happens if we supply each cell of a lattice with its own ciliu
m, which beats in a direction determined by local dynamic of excitation aro
und the cell, and make edge cells of the lattice excite light sensitively?
Do lattices move toward a source of light? What types of lattice motility a
re observed? What classes of local excitation functions can we define from
trajectories of lattice movement? We answer the questions by means of compu
ter experiments. We demonstrate that a set of local excitation rules can be
classified into four groups depending on how often the lattices hit light
target and how they move toward the light source. Each class of the functio
ns is studied in respect to lattice activity levels, inhomogeneity and sens
itivity of excitation rules, and efficiency of lattice motion. (C) 2001 Els
evier Science Ltd. All rights reserved.