  We extend the problem of $(1+1)$ circular dilaton gravity to include charged
particles. We examine the two (charged) particle case in detail and find an
exact equilibrium solution. We then extend this to $N-$particles and obtain a
solution for this case as well. This class of solutions corresponds to
$N$-particles of the same mass, spaced evenly around the circle with charges
chosen so that the electric field satisfies $E^{2}=$constant. We discuss the
relation of these solutions to the previous uncharged equilibrium solutions and
examine the behavior when the number of particles is large. We comment on the
challenges in further generalizing the solutions we obtain.
