  We investigate the role of charging effects in a voltage-biased quantum wire.
Both the finite range of the Coulomb interaction and the long-ranged nature of
the Friedel oscillation imply a finite capacitance, leading to a charging
energy. While observable Coulomb blockade effects are absent for a single
impurity, they are crucial if islands are present. For a double barrier, we
give the resonance condition, fully taking into account the charging of the
island.
