  The dynamics of a baby skyrmion configuration, in a model Landau-Lifshitz
equation, was studied in the presence of various potential obstructions. The
baby skyrmion configuration was constructed from two Q=1 hedgehog solutions to
the baby skyrme model in (2+1)dimensions. The potential obstructions were
created by introducing a new term into the Lagrangian which resulted in a
localised inhomogeneity in the potential terms' coefficient. In the barrier
system, the normal circular path was deformed as the skyrmions traversed the
barrier. During the same period, it was seen that the skyrmions sped up as they
went over the barrier. For critical values of the barrier height and width, the
skyrmions were no longer bound and were free to separate. In the case of a
potential hole, the baby skyrmions no longer formed a bound state and moved
asymptotically along the axis of the hole. It is shown how to modify the
definition of the angular momentum to include the effects of the obstructions,
so that it is conserved.
