The main goal of this article is to understand the qualitative appeara
nces of regular arrays of pulses that come up in nonintegrable systems
in a variety of contexts, particularly in fluid dynamics. It is shown
that even nonintegrable systems have a kind of particle dynamics made
up of solitary waves. But the interaction of these solitary waves is
not absolutely ''clean'' as in the case of the KdV and other integrabl
e equations.