We designed and constructed an array of ten forced damped nonlinear pendulu
ms. We drove the pivot of the pendulums in a vertical circle and torsionall
y coupled them with springs. We analyzed the motion using digitized videota
pe. The behavior of die real array closely mirrored the behavior of its com
puter simulation. For a homogeneous array of identical pendulums, the spati
otemporal dynamics was chaotic; for a heterogeneous array of nonidentical p
endulums, the spatiotemporal dynamics was periodic. Such temporally fixed b
ut spatially varying chaos control has been called "disorder taming chaos."
(C) 1999 American Association of Physics Teachers.