We investigate both numerically and experimentally soliton propagation
in a fiber loop with dispersion management, in-line filters, and freq
uency shifting. More than 90% of the fiber in the loop is in the norma
l-dispersion regime, but the net dispersion is anomalous. Stable pulse
s in the loop have an enhanced power relative to solitons in a fiber w
ith uniform dispersion equal to the loop's path-averaged dispersion. B
ecause the loop's path-averaged dispersion is small, the in-line filte
ring and the frequency shifting play an important role in pulse shapin
g. Recirculating loop experiments that demonstrate stable pulse propag
ation over 28,000 km are consistent with results from computer modelin
g. (C) 1997 Optical Society of America.