  We examine the dynamical consequences of Berry's phase for Josephson
junctions, junction arrays, and their vortices. Josephson's equation and the
related phase slip voltages are shown to be uneffected by Berry's phase. In an
annular Josephson junction, Berry's phase is seen to generate a new current
drive on a vortex. In the continuum limit, vortex dynamics in a 2D array is
shown to map onto that of a 2D film. A Hall sign anomaly is expected in arrays;
and the merits of arrays for studies of disorder on vortex motion is discussed.
