The dynamics of collisions of structural defects in polyacetylene are
studied numerically using the Su-Schrieffer-Heeger model extended to i
nclude the influence of an external electric field. The electric field
is used to accelerate charged solitons in polyacetylene and it is int
roduced in terms of a time-dependent vector potential. Collisions betw
een solitons with different charges in a soliton network are considere
d. It is found that although two isolated solitons on a chain may exch
ange their moments in a collision, several solitons work like a barrie
r attenuating the transfer moment. A charge oscillation is observed be
tween the colliding solitons and partial charge transfers. It is also
found that if the colliding solitons hold different charges (charged s
oliton-charged soliton or neutral soliton-charged soliton), the pair i
s more stable, surviving the collision. Neutral solitons are unstable
against collisions and make a dynamic bound state. The energies involv
ed are also discussed. (C) 1997 Elsevier Science B.V.