The anisotropy of metal crystal surfaces is known to affect the dynamics of
travelling concentration wavetrains (including front- and pulse-like waves
) observed in heterogeneous catalytic reactions. Motivated by experiments o
n microdesigned catalyst surfaces we present a computer-assisted study on t
he stability of pulse-like solutions of reaction-diffusion equations in thi
n (quasi-one-dimensional) anisotropic media. Results on a period doubling i
nstability of a rotating pulse and on the interaction of two pulses in a sy
stem with periodic boundaries are reported. (C) 1999 Elsevier Science Ltd.
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