In a quasi-one-dimensional reaction−diffusion−migration system based on the methylene blue−sulfide−oxygen oscillatory reaction in a matrix of polyacrylamide gel, almost stationary patterns are observed. A
weak electrical field applied to the system induces waves which travel toward the cathode. Close to the
anode, the initially observed stationary pattern remains stable. In some experiments, a lateral instability of
the wave front is also observed. The spatio−temporal dynamics is analyzed by the Karhunen−Loeve
decomposition technique, and entropy-like quantities are used to describe the dynamics. Numerical simulations
based on a chemically realistic model confirm the experimental observations.