The simultaneous propagation of two optical pulses through a nonlinear disp
ersive medium composed of a resonant three-level system is investigated. By
choosing a soliton of area 4 pi and order N=2 at the pump frequency, toget
her with a weaker pulse with a sech profile at the signal frequency, we sho
w that the pump soliton breaks up into a pair of solitary waves which are c
loned to the signal frequency. Due to a combination of coherent population
trapping and nonlinear dispersive effects, the pair interacts in a repulsiv
e fashion so that the taller wave travels faster than the shorter one.